betaFeedback

WorksComputer Science

Seeing Without Seeing: A Methodological Review of Visual Mental Imagery Reconstruction from Brain Activity

Abstract

Reconstructing visual mental imagery from brain activity differs from reconstructing perceived images. Imagery is generated top-down, its signal is weak, and the imagined content is never observed, so decoders are trained and scored against a proxy such as a cue or a seen exemplar. This criterion-guided methodological review of mainly non-invasive studies (fMRI, EEG, MEG) is narrative rather than systematic. We organise the field into a two-stage pipeline, two design axes and four method families, and formalise target-free evaluation, in which the proxy gap is a systematic bias rather than noise. A two-dimensional admissibility criterion crosses trial-level separability from working-memory maintenance with the memory source of the imagined content. Among the studies reviewed, every image-scored reconstruction concerns a recalled exemplar, none builds a scorable target for concept-generated content, and all come from fMRI, consistent with missing image-level targets in electrophysiological data. Published values for five decoders, compared under a common human forced-choice framing, show seen-to-imagined drops of 5.9 to 26.1 percentage points and a change in method ordering. We treat this as a diagnostic signal, not a controlled benchmark result, and specify a within-subject test for an altered neural code. Beyond this synthesis, we make two proposals. First, because frozen generative priors can produce photorealistic images weakly tied to neural signals, we combine existing null-signal controls into a normalised neural dependence with a within-category null, an unvalidated diagnostic quantity. Second, we propose a candidate ten-item reporting checklist with illustrative pass criteria. In an exploratory application to ten studies, none reports all items in a fully checkable form; this describes reporting practice, not study quality.

Introduction

Motivation

For two decades, decoding visual content from brain activity has mostly meant reconstructing what a person sees. This review addresses what a person imagines without an external stimulus. Imagery re-enacts perceptual representations top-down, so its signal is coarser and weaker than in perception, and its overlap with perception is strong for semantic content but weak for retinotopic detail. Methods carried over from perceptual reconstruction therefore do not transfer directly, and the content they aim to recover is never observed.

Scope and Relation to Prior Reviews

We review methods that decode or reconstruct voluntary visual mental imagery from human fMRI, EEG and MEG, admitting intracranial recordings where they bear on the same question (§ 2.2 and § 2.5). Electrophysiology shows imagined content to be decodable, most robustly from parieto-occipital alpha-band EEG activity [1, 2], reinstated in single neurons [3] and usable for closed-loop control [4], with null results also reported [5]; our search identified no image-level reconstruction from it scored against an image-level target (§ 6.4). Seen-image reconstruction has been reviewed [6, 7], and its pipelines and corpora [8, 9] enter here only as an upper bound and as reusable components.

The closest prior review [6] raises zero-shot and spurious-prediction concerns for presented stimuli, where the scoring target exists by construction. Without such a target, further elements are needed: transfer across a change of state (§ 5.3), an admissibility criterion (§ 2.2), the proxy gap (Eq. (16)) and checkable reporting standards (§ 7.4); Table 1 compares the other reviews, including the survey of Guo et al. [7]†. From Shirakawa et al. [10] we adopt the results on output dimension collapse, identification inflation and the recovery check and ask which carry over when no ground-truth image exists.

Table 1. Prior reviews compared with this review. Columns 4–7 record whether a review gives each criterion a dedicated section (note a), and the last column states its non-overlap with this review. The table backs delta rather than priority claims, with per-row evidence in Appendix B.

ReviewState coveredModalityUnif. taxon.Target-free eval.Report. stds.EthicsNon-overlap with this review
Kosslyn et al. 2001 [11]ImageryfMRI · PET · TMS✗✗✗✗Depictive substrate assumed here, predates decoding
Pearson et al. 2015 [12]ImageryfMRI · behav.✗✗✗✗Mechanisms and clinical use, decoding only as evidence of depictive format
Pearson 2019 [13]ImageryfMRI · behav. · TMS✗(✓)2✗✗Vividness/aphantasia continuum, here a mandatory covariate
Dijkstra et al. 2019 [14]BothfMRI · MEG✗✗✗✗Neuroscience of the overlap, here a transfer problem with a conditional shift
Vigotsky et al. 2024 [15]Mental states (not imagery-specific)fMRI✗✓(✓)3✗Generic decoder-validity critique, here localised to imagery with pass criteria
Guo et al. 2025 [7]4PerceptionfMRI only✓✗✗✗Closest in form (pipeline taxonomy), but all methods scored against presented images, so no proxy gap
Kamitani et al. 2025 [6]Perception (imagery as application)fMRI(✓)5(✓)5✗✗Closest in substance (latent lineage, zero-shot, spurious prediction), but for seen images
This reviewImagery (perception as baseline only)fMRI · EEG · MEG · iEEG✓✓✓✓Delta: four families with bounded composability, WM separability × memory source, proxy gap (Eq. (16)) and Λ\Lambda (Eq. (17)), ten reporting standards applied to ten studies (Table 7), modality-restricted search (§ 6.4)

caption: Prior reviews compared with this review. Columns 4–7 record whether a review gives each criterion a dedicated section (note a), and the last column states its non-overlap with this review. The table backs delta rather than priority claims, with per-row evidence in Appendix B.

A Unified Pipeline and Taxonomy

Almost every method instantiates a two-stage map in which a decoder hψh_{\psi} transforms the neural response x\mathbf{x} into a representation zz and a generator GG renders it into a reconstruction I^\hat{I} (Eq. (3), Figure 1). Methods differ along two design axes (§ 4.1) and fall into four families (§ 4.2).

Unified decoding pipeline and four method families

Figure 1. Unified decoding pipeline of Eq. (3), x→hψz→GI^\mathbf{x} \xrightarrow{h_{\psi}} z \xrightarrow{G} \hat{I}, and the four method families. Family I inverts an encoding model gϕg_{\phi}, Family II decodes discriminatively with G=idG = \mathrm{id}, and Family III conditions a frozen pretrained GG on x\mathbf{x}. Family IV is a meta-level alignment transform on the input, composable with Families I–III under the conditions of § 5.4.

Main Challenges

Two issues run through every family: perception-to-imagery transfer and target-free evaluation (§ 5.3 and § 7.1). They meet in the problem of spurious reconstruction (Figure 2): a frozen, high-capacity generator can synthesise a photorealistic image weakly coupled to x\mathbf{x} while feature, semantic

Figure 2. Genuine read-out (top) versus prior-driven hallucination (bottom), where an uninformative xx collapses onto zclass-priorz_{\mathrm{class\text{-}prior}} and the frozen generator still emits a photorealistic I^spurious\hat{I}_{\mathrm{spurious}} (Eq. (23)). Between the panels are the failure driver, a conditional shift in p(z∣x)p(z \mid x), and the diagnostic signature of high proxy score E\mathcal{E} with Λ≈0\Lambda\approx0 (Eq. (17)) [10]. Convincing reconstructions have been obtained from randomised brain data by repeated generation and post hoc selection [10].

and realism scores are satisfied largely by the prior [10], a concern a reanalysis has raised for a published imagery result [16]4. § 7.3 treats the mechanism, and Eq. (17) gives a statistic that separates read-out from prior.

Contributions

  • Imagery reconstruction as the object. Earlier reviews cover the neuroscience of imagery [11, 12, 13, 14] or seen-image reconstruction [7, 6]; here internally generated vision is treated as a decoding problem in its own right.

  • A taxonomy and an admissibility criterion. Four families with bounded composability, and a criterion crossing working-memory separability with memory source (L1/L2/L3L1/L2/L3).

  • Evaluation without ground truth. A synthesis of published imagery performance (Table 5) and, as an author proposal, a normalised neural dependence that consolidates existing null-signal controls [10, 17] (Eq. (17)), a diagnostic quantity not yet validated on independent data.

Table 5: Reported performance on paired vision / imagery benchmarks, all from fMRI perception-transfer decoders. Rows compare within a panel only (note e); values are verbatim except V−I and ρ\rho (notes a, f).

PanelMethodVision overallVision simpleVision complexImagery overallImagery simpleImagery complexImagery conceptualV−Iρ\rhoSource
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)MIRAGE84.2280.7787.6678.3073.9383.1977.68+5.90.83[17] Tab. 2
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)MindEye184.2979.3289.3273.0071.0182.2865.68+11.30.67[28] Tab. 2
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)MindEye283.0575.5490.5656.9650.2164.8355.74+26.10.21[28] Tab. 2
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)Brain-Diffuser80.1371.7988.4673.9568.2082.7071.01+6.20.80[28] Tab. 2
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)iCNN74.5275.8573.1966.1566.8170.0461.60+8.40.66[28] Tab. 2
Panel A — NSD-Imagery; human 2AFC, n=500n = 500 raters; trained on subj. 1, 2, 5, 7; chance 50%; % overall (simple / complex / conceptual)Takagi & Nishimoto49.58c^{c}48.9550.2052.89c^{c}57.2648.3153.14−3.3n.d.[28] Tab. 2
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%MIRAGE0.22166.690.10457.46+9.20.47 / 0.45[17] Tab. 1
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%MindEye10.21865.340.08654.72+10.60.39 / 0.31[17] Tab. 1
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%MindEye20.16165.930.03650.78+15.20.22 / 0.05[17] Tab. 1
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%Brain-Diffuser0.10758.310.06454.07+4.20.60 / 0.49[17] Tab. 1
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%iCNN0.22449.030.10841.72+7.30.48 / n.d.[17] Tab. 1
Panel B — NSD-Imagery; automated metrics on simple + complex stimuli; PixCorr (higher better) and CLIP two-way %, chance 50%Takagi & Nishimoto−0.01343.01−0.00640.08+2.9n.d.[28] Tab. 1
Panel C — Deeprecon; pairwise identification, each pipeline scored by its own similaritye^{e}; conv2–fc6d^{d}; 3 subjects; chance 50%; % ± SDKoide-Majima90.7 ± 13.589.6 ± 8.975.6 ± 22.372.9 ± 23.2+15.10.63[37]
Panel C — Deeprecon; pairwise identification, each pipeline scored by its own similaritye^{e}; conv2–fc6d^{d}; 3 subjects; chance 50%; % ± SDiCNN, re-run64.3 ± 30.666.7 ± 32.950.4 ± 32.251.4 ± 31.8+13.90.03[37]
Panel D — Deeprecon, iCNN as reported in [29]; 3 subjects; chance 50%; identification % by pixel correlation / human judgement (n=13n = 13 raters)Natural, with DGN76.197.0qualitative only—n.d.[29] Figs. 3B, 8C
Panel D — Deeprecon, iCNN as reported in [29]; 3 subjects; chance 50%; identification % by pixel correlation / human judgement (n=13n = 13 raters)without DGN79.796.0———[29] Figs. 6C, 8D
Panel D — Deeprecon, iCNN as reported in [29]; 3 subjects; chance 50%; identification % by pixel correlation / human judgement (n=13n = 13 raters)Artificial shapes70.591.051.983.2+18.6 / +7.80.09 / 0.81[29] Figs. 6C, 8D

Table 5.

  • A candidate reporting checklist. Ten proposed reporting items with illustrative pass criteria (Table 6), an author proposal rather than an established standard, applied in an exploratory manner to ten studies to check whether the items are reported in a checkable form, not to rank study quality (Table 7), followed by open problems.

Proposed itemComputeIllustrative pass criterionFailure it closes
S1 Null-signal baselineΛ\Lambda, Λ~\tilde{\Lambda} (Eq. (17)) under test-time mismatch: re-run the deployed pipeline on another trial’s xx with generator, samples and seeds fixed; between-trial and within-category nulls for generative and retrieval pipelines; label permutation reported separatelyΛwithin>0\Lambda_{\mathrm{within}} > 0 and Λbetween>0\Lambda_{\mathrm{between}} > 0, each with an episode-level permutation test, p<0.05p < 0.05 over BB stated permutations (B≥1000B \ge1000 where feasible); for label outputs, above-chance held-out accuracy under the same test; never EE alonePrior-driven synthesis scored as read-out (Eq. (23))
S2 Zero-shot categoriesEvaluate on categories, and where possible exemplars, held out from decoder trainingAbove chance on held-out categories, reported separatelyClassification mistaken for generalisation [10, 31]
S3 Dual-stream metricsLow-level (PixCorr, SSIM [95]) and semantic (CLIP) scores computed separatelyBoth reported, not merged into a composite nor selected post hocDissociation hidden by one scalar (Eq. (22))
S4 Vividness covariateTrait (VVIQ) and, where available, per-trial vividness; score regressed on itDistribution and score–vividness relation reported, even when nullProxy gap confounded with method quality (Eq. (16))
S5 Generator recoveryFeed true latents of the perceptual stimuli into the frozen generator and score recovery with the reconstruction metricsRecovery exceeds the reported reconstruction score, or the generator bound is statedGenerator loss attributed to the decoder [10]
S6 Train–test structureSemantic clusters of the training targets and train–test overlap; r95r_{95}, κr95\kappa_{r95} and the effective-rank ratio reff(Z^te)/reff(Zte)r_{\mathrm{eff}}(\hat{Z}_{\mathrm{te}})/r_{\mathrm{eff}}(Z_{\mathrm{te}}) (Eq. (20))Reported; if overlap is substantial or the ratio well below 1, S2 also on a cluster-disjoint splitOutput dimension collapse (Eq. (19))
S7 No best-of-NN selectionFix samples per trial and the selection rule before evaluationRule stated; qualitative examples drawn at random; seed variability reportedSelective reporting [16]
S8 Episode-level validationSplit and permute by imagery episode, run or session; augment after splittingNo episode on both sides of a split; cross-block or cross-session result for block designsAutocorrelation leakage [83, 42, 45]
S9 Admissibility statementTrial-level separability crossed with memory source (L1/L2/L3), Sec. 2.2Both stated, with the trial timeline that justifies themMaintenance or recall reported as generation
S10 Eye stateEye state in imagery and in perception; eye tracking or EOG regression where feasibleStated for both; any difference addressed for the alpha bandAlpha carrying ocular state, not content

Table 6. A candidate reporting checklist for imagery decoding and reconstruction: ten proposed reporting items with illustrative pass criteria. The items are proposals of the authors, not established standards. S1–S8 apply to any imagery decoding study, S9 to any study claiming imagery rather than maintenance, and S10 to EEG and MEG.

StudyFamilyS1S2S3S4S5S6S7S8S9S10
Naselaris et al. 2015 [30]Ia(✓)✓(✓)✗—✗✓✓✓—
Senden et al. 2019 [36]Ia✗(✓)(✓)✗—✗(✓)✓✓—
Shen et al. 2019 [29]Ib✗✓(✓)(✓)✗✗(✓)✓✓—
Koide-Majima et al. 2024 [37]Ib✗✓(✓)✗✗✗✗✓✓—
Reddy et al. 2010 [39]II(✓)✗—✗—✗—✓✓✓
Horikawa & Kamitani 2017 [31]II(✓)✓—(✓)—✗—✓✓✓
Xie et al. 2020 [1]II✓✗—✗—✗—✓✓(✓)
Kwon et al. 2025 [42]II✗✗—✗—✗—✗✗✗
Kneeland et al. 2025 [28]III(✓)(✓)(✓)✗✗✗✓✓✓—
Kneeland et al. 2026 [17]III(✓)(✓)(✓)✗✗✗✓✓✓—

Table 7. Exploratory application of the proposed reporting checklist of Table 6 to ten studies, scored from the published paper and supplementary material only, with per-cell evidence in Appendix § 13. ✓ the paper reports the item in a checkable form, (✓) partially, ✗ not reported, — not applicable. This is a single exploratory scoring pass, not a quality ranking: it does not evaluate the studies themselves, only whether the proposed items are reported in a checkable form. Inter-rater reliability was not estimated, and several studies predate the concerns motivating S1, S5 and S6.

The first three contributions and the performance comparison synthesise the literature; the neural dependence and the reporting checklist are proposals of the authors.

Per-cell evidence for the tables, the electrophysiological results, the derivation of Eq. (21) and further figures are given in the appendices following the references.

Scope, Terminology, and Problem Formulation

Scope

This review covers methods that decode or reconstruct internally generated visual content, as distinct from reconstruction of perceived images [18, 19]. Most decoders therefore face a perception-to-imagery transfer problem, and because the imagined content is latent, an evaluation-without-ground-truth problem. Seen-image reconstruction, such as MindEye [20], MindEye2 [21], latent-diffusion decoders [22, 23], MinD-Vis [24] and mesh-guided diffusion [25]†, is treated as a perceptual baseline whose numbers enter only as the paired vision condition of an imagery benchmark.

Terminology: Defining the In-Scope State

_Voluntary visual mental imagery._ The core object is the deliberate, top-down generation of a quasi-perceptual visual experience without the corresponding external stimulus, under intentional control, typically initiated by a label, a word or a previously seen exemplar, with retained awareness that the experience is imagined [13, 11]. Neighbouring states are separated in Table 2, whose “Scope” column is implemented at screening by criteria E2 and E3 (§ 2.5).

StateVolitionExt. stim.Pseudo-GTAware ≠\ne perc.Scope
Voluntary imageryVol.NoneYes (cue)YesCore
Working memoryVol.None (removed)Yes (seen)YesBoundary
Dream imageryInvol.NoneNoUsu. noBoundary
Hallucination (clin.)Invol.NoneNoOften noOut
Attempted/covertVol.NoneVariableYesOut (mention)
Perception (contrast)—PresentYes (GT)—Out (contrast)

Table 2. Internally generated visual states and their scope decision. Only voluntary imagery is core, working memory and dreaming are boundary cases, and hallucination and attempted generation are out of scope. Perception is listed as the contrast class.

_Imagery, working memory and hallucination._ Imagery and working memory are both voluntary and stimulus-independent at measurement and share representational format in visual cortex [26], but working memory maintains an item just perceived, which supplies a de facto ground truth, whereas imagery can generate content specified only by a symbolic cue; delay-period decoding [27] is therefore a boundary case. Hallucination is involuntary, usually lacks experimenter-specified content and is often believed real, so it is excluded.

A two-dimensional admissibility criterion. Whether an exemplar is shown inside the imagery trial is a necessary but not sufficient test: a paradigm may show no exemplar in the trial yet ask the participant to retrieve a picture seen an hour earlier, which differs from generating content never presented as an image. We therefore cross it with the memory source of the imagined content:

L1 — maintenance. An exemplar presented within the trial is held across a delay [27].

L2 — recall of a learned exemplar. A specific image memorised before the session is recalled on a symbolic cue, as in NSD-Imagery [28], Deeprecon [29] and the memorised artworks of [30]; the seen picture is the image-level scoring target.

L3 — generation. Content is specified by a category, concept or description [31, 2, 28], so no image-level target is presented.

Within L3 we distinguish purely conceptual generation, for which no image-level target exists even in principle, from compositionally constructed targets, for which a ground-truth image can be generated by rule from the cue; the compositional cueing of § 8.1 belongs to the latter.

The two dimensions are written together (✓⋅L2,×⋅L1,…)(\checkmark\cdot\mathrm{L2}, \times\cdot\mathrm{L1}, \ldots) in Table 3 and Table 4. The criterion, for example, classifies the largest public EEG imagery dataset as entangled, since the target picture is shown inside every imagery trial [32]. Because purely conceptual L3 content has no image-level target, image-based scoring is possible only under L1, L2 or compositionally constructed L3 targets, and the last are not used in the reviewed corpus. Where an exemplar is shown inside the trial, the memory source is L1 unless the instruction directs imagery away from it (Figure 3); which cells are empty by definition and which are merely unoccupied is discussed in Appendix § 16.§ 1.

Typical modalityApplicable source statesSupervision sourcePrimary output targetAnchor studiesAdmissibility
Ia. Encoding-model inversion into pixel spacefMRI only; no EEG/MEG/iEEG anchor as of Sept. 2026Percep.-trained, inverted (cross-state)Vol. imagery (scenes, shapes)Thirion [35]; Naselaris [30]; Senden [36]✓ · L2 [30, 36]
Ib. Encoding-model inversion through a feature spacefMRI onlyPercep.-trained, inverted with a deep-feature or generative priorVol. imagery; retrieved facesShen [29]; Koide-Majima [37]; Lee & Kuhl [38]✓ · L2 [29, 37, 38]
II. Discriminative decoding and representational geometryfMRI · EEG · MEG · iEEG (only family anchored in every modality)Imagery-trained or cross-state (labels)ID / classif. / retrieval; RSAfMRI: [39, 31, 40], [41]†. EEG: [1, 2, 42]; null: [5]. MEG: [43]. iEEG: [3]. WM boundary: [27]✓ · L3 [31, 2], [41] ✓ · L2 [39, 40, 1] ✓ · L2c [3] ✗ · L1 [5, 42, 27, 43]
III. Generative cross-decodingfMRI; one exploratory EEG attempt, not image-scored (Sec. 6.4)Percep.-transfer / hybridVol. imagery (transfer from perception)Pixel + semantic recon. (diffusion / AR)NSD-Imagery [28]; MIRAGE [17]; Spera [44]†; EEG, exploratory: [45]✓ · L2 [28, 17, 44] ✓ · L3d [28] ✗ · L1 [45]
IV. Alignment and adaptation (meta-level)fMRI (whole-brain), cross-subj.; EEG only via foundation models (outlook)Imagery ↔ perception alignment; cross-subj. adaptation; foundation-model transfer (outlook)Vol. imagery; low-SNR regimesMeta: improves the mapping feeding the targets aboveHyperalignment [46, 47]; MindAligner [48]; NeuroSwift [49]; code conversion [50]; Stable-Mind [51]†; Spera [44]†; outlook: [52, 53]†, [54]—b ✓ · L2 [44]

Table 3. Method families along the dimensions of Sec. 2.4, with anchor studies and the admissibility of their imagery conditions. Modality entries list the modalities supplying anchors as of 30 September 2026, and † marks a preprint. Family IV is meta-level and defines no decoding objective of its own.

DatasetModalitySubjectsImagery task and cueTarget statusAdmissibility
Imagery-focused, fMRI
NSD-Imagery [28]fMRI 7T86 simple shapes, 6 complex scenes (5 from shared1000), 6 concept words; memorised letter cues; 432 trials per subjectProxy c; image target except concepts✓ · L2 simple, complex; ✓ · L3 conceptual
GOD, Horikawa & Kamitani [31]fMRI 3T5Category-name cue, eyes closed; arbitrary exemplars of the categoryProxy c; seen-image GT for training✓ · L3
Deeprecon [29]fMRI 3T3cWord cues for 25 images memorised beforehand (10 natural, 15 artificial)Proxy c; seen-image GT for training✓ · L2
Imagery-focused, EEG / MEG / iEEG
VI-BCI EEG [32]EEG, 32 ch22 (2 sess.)10 pictures; 17 s trial: picture 4 s, mask, imagery 4 s; VVIQProxy Ic; class label only✗ · L1
Action-imagery EEG [42]EEG, 64 ch154 upper-limb actions; 17 s trial: video 5 s, rest 5 s, imagery 5 s; E2 boundary case; not openly releasedProxy Ic; class label only✗ · L1
Semantic-concept EEG [85]EEG, 124 ch123 concepts (pictorial, orthographic, auditory), each perceived, then imagined in the trial; VVIQ, BAIS-VProxy Ic; class label only✗ · L1
EEG + fNIRS imagery [86]EEG, 64 ch; fNIRS (+7 EEG)1236 animals or tools; 0.6 s picture and mask, then imagery of one’s own exemplar; animal / tool labelsProxy Ic; class label only✗ · L3
MEG / iEEG imageryMEG; iEEG—None openly released as of Sept. 2026; none outside fMRI pairs imagery with image-level targets——
Perceptual corpora used as cross-decoding substrate
NSD [8]fMRI 7T8Natural scenes, up to 30,000 trials per subjectPerceptual GT—
BOLD5000 [87]fMRI 3T4∼5,000 natural imagesPerceptual GT—
THINGS [88, 89, 9]fMRI; MEG; EEG3; 4; 50, 10THINGS object images; EEG by rapid serial visual presentationPerceptual GT—
EEG-ImageNet∗ [84]EEG6Block-design viewing of 40 ImageNet classesPerceptual GT—

Table 4. Principal imagery datasets and the perceptual corpora used for cross-decoding, with the admissibility criterion of § 2.2. Datasets are open unless stated; coverage closed on 30 September 2026.

The imagery corpus placed in a two-dimensional admissibility criterion

Figure 3. The imagery corpus (Table A.8) placed in the two-dimensional admissibility criterion of § 2.2: trial-level separability (rows) crossed with the memory source of the imagined content (columns). Marker shape gives the modality and ★ an image-scored reconstruction. The cross-hatched cell is empty by definition, because L1 presupposes an exemplar shown inside the trial; the hatched cells are possible in principle but unoccupied in the corpus. In the reviewed corpus, every image-scored reconstruction is of the L2 kind and no L1 paradigm has been carried to image-scored reconstruction; purely conceptual L3 content has no image-level target.

Problem Formulation

Let x\mathbf{x} be the response on a single imagery trial, a voxel pattern for fMRI or a channel-by-time array for EEG/MEG, often reduced to band-limited power because the content-bearing imagery signal is oscillatory rather than time-locked [1, 2], and let s\mathbf{s} be the imagined content. No external image I=sI = s is presented: the experimenter observes only a cue cc, which may be a label, a word or a previously seen exemplar IcI_c. The cue is therefore a proxy target and ss is never observed; an image-level proxy exists only under L1 and L2.

A decoder estimates a class, a ranking of candidates in an embedding space, or a reconstruction in pixel space or a semantic latent such as CLIP [33]. Supervision is (a) imagery-trained on scarce, low-SNR imagery pairs; (b) perception-transfer, fitting a decoder or a forward encoding model gϕ:I↦xg_{\phi}: I \mapsto\mathbf{x} on perception and applying it to imagery, which relies on representational overlap [14]; or (c) hybrid. Every method with imagery-reconstruction numbers in Table 5 falls in (b). Encoding-model inversion learns gϕg_{\phi} on perception and recovers content under a natural-image prior [34]:

s^=arg⁡max⁡sp(ximg∣gϕ(s))p(s).(1)\hat{s} = \arg\max_{s} p\left(\mathbf{x}^{\mathrm{img}} \mid g_{\phi}(s)\right) p(s). \tag*{(1)}

A Unified Taxonomy

The primary axis is the method family (§ 4.2). Six cross-cutting dimensions provide a shared vocabulary for characterising each family (Table 3): modality (fMRI, EEG, MEG, iEEG); source state (voluntary imagery, working-memory maintenance, dreaming); memory source (L1, L2, L3); supervision source (imagery-trained, perception-transfer, hybrid); output target (classification, retrieval, pixel-level or semantic reconstruction); and stimulus type (simple shapes and letters, natural scenes, concept words).

Review Methodology

Type of review and search. This is a criterion-guided methodological review, that is, a narrative review with explicit criteria, rather than a PRISMA systematic review: no protocol was pre-registered and no two independent raters screened. Instead, we state explicit criteria, give a uniform admissibility verdict for every tabulated study and tie each tabulated cell to a source sentence (Appendix A). We searched Web of Science, Scopus, PubMed, IEEE Xplore, DBLP, arXiv and bioRxiv, with Google Scholar for forward citations, using four query groups: imagery decoding (A), generative reconstruction (B), evaluation methodology (C) and ethics (D). A–C supply the tabulated studies, and § 6.4 re-runs A restricted to EEG, MEG, iEEG, ECoG and sEEG. Searches closed on 30 September 2026; the corpus effectively starts with inverse retinotopy in 2006 [35], earlier work entering as background [11, 3, 55]. Only English full texts were considered.

Inclusion and exclusion criteria. A record is included if it I1 decodes or reconstructs internally generated visual content from human brain activity measured without the corresponding stimulus; I2 reports a quantitative read-out (an accuracy, a reconstruction scored by an operator of Eq. (4), a representational-geometry statistic, or, for datasets, a technical validation); I3 records humans with fMRI, EEG, MEG, iEEG or single units; I4 is peer-reviewed or a preprint meeting P1–P3; and I5 has an English full text. It is excluded if it E1 concerns perceived stimuli only; E2 concerns non-visual content such as imagined speech or motor imagery (visualised actions instructed as visual are admitted as boundary cases); E3 concerns involuntary or pathological states; E4 is non-human or simulation-only; E5 appears in a non-archival venue; or E6 is a methods paper without an imagery application.

Preprint policy. A preprint is cited only if no peer-reviewed version existed at 30 September 2026 (P1) and anchors a claim only if no peer-reviewed source supports it (P2); every preprint anchor is flagged †, and no standard or conclusion rests on a preprint alone (P3).

Limitations and disclosure. Selection was by the first author, with no independent second screener, so the corpus is a traceable selection whose error has not been estimated, and its criteria were fixed during the search. Two cited perceptual methods [49, 25]† share two authors with this review; they enter under the same criteria as other work, as a Family IV anchor and a perceptual baseline respectively.

Background and Cognitive Foundations

Neural Substrates: Visual Mental Imagery versus Perception

A shared but asymmetric substrate. Imagery re-enacts perceptual representations across the ventral visual hierarchy [56]. Classifiers trained on seen stimuli generalise to imagined ones most robustly for high-level features [39, 31], shape-specific codes reinstated during imagery localise to anterior lateral occipital complex [40], and imagery and perception share representations of content and location [57]. Early visual cortex nonetheless carries depictive imagery information: encoding models fit on perception identify which of thousands of candidate images a participant recalls, even from V1 or V2 voxels [30]. In EEG, shared object representations are carried by parieto-occipital alpha [1], and medial-temporal neurons responsive to a picture fire again when it is imagined [3].

The overlap is neither complete nor uniform. Imagery is generated from frontoparietal and higher visual areas projecting back onto sensory cortex [14, 11, 56], and generative-feedback accounts explain why seen and mental images can elicit distinct codes [58]. Early-visual reactivation is coarser and weaker than in perception, and the share of the perceptual representation recovered by imagery grows along the hierarchy [31, 14]. Imagery representations also emerge later, are more sustained and are less precise than perceptual ones [43, 2].

Computational consequence: the transfer problem. Because semantic representations overlap strongly and retinotopic detail weakly, decoders transfer most readily at the semantic level [12], which is why modern pipelines condition on high-level embeddings. To compare transfer across metrics we use the retention ratio

ρ=Eimg−EchanceEvis−Echance,(2)\rho= \frac{\mathcal{E}_{\mathrm{img}} - \mathcal{E}_{\mathrm{chance}}}{\mathcal{E}_{\mathrm{vis}} - \mathcal{E}_{\mathrm{chance}}}, \tag*{(2)}

the fraction of above-chance vision performance that survives the move to imagery, with Echance=50%\mathcal{E}_{\mathrm{chance}} = 50\% for two-alternative protocols and 0 for pixel correlation. On Table 5 (Figure 4), MIRAGE retains ρ=0.83\rho= 0.83 of its human-rated margin but 0.47 of its pixel correlation, and Brain-Diffuser 0.80 against 0.60, whereas iCNN retains 0.48 of its pixel correlation while its CLIP score is below chance in both conditions (§ 7.2). ρ\rho is unstable when its denominator is small, and intervals can be formed only where dispersion is reported (Panels C and D); since human ratings are not purely semantic, the contrast between streams should not be generalised beyond these methods.

Two-panel plot. Panel (a), “Seen vs. imagined,” compares human 2AFC accuracy (%, NSD-Imagery) for MindEye1, MIRAGE, MindEye2, Brain-Diffuser, iCNN, and Takagi & N.ᵑˢ.ˢ. The x-axis runs from 50 to 90, with vision shown by open circles and imagery by orange filled circles; labels show drops of −11.3, −5.9, −26.1, −6.2, and −8.4, with rank changes 1→3, 2→1, 3→5, 4→2, and 5→4. Panel (b), “Retained fraction,” plots retention ratio ρ from 0 to 1 for human, PixCorr, and CLIP; CLIP n.d. is shown for iCNN, and n.d. (vision at chance) for Takagi & N.ᵑˢ.ˢ.

Figure 4. Perception-to-imagery transfer computed from the published values of Table 5, compiled across two reports [28, 17] under a common human forced-choice framing; this is a published-value comparison, not a unified benchmark experiment. (a) Human forced-choice accuracy on seen (open) against imagined (filled) images, where the length of each bar is the seen-to-imagined drop and the rank column shows the change in method ordering within this compilation, a diagnostic signal discussed in § 5.3; Takagi & Nishimoto is plotted in grey because neither value differs from chance. (b) The retention ratio ρ\rho of Eq. (2) for three protocols, with the iCNN CLIP value absent rather than imputed because its vision score does not exceed chance.

Individual Differences and Boundary Conditions

Vividness and aphantasia. Imagery vividness, usually measured by the VVIQ [55], tracks the neural overlap between imagery and perception both trial-wise and across individuals [59]. At the extreme lies aphantasia, the congenital inability to generate voluntary imagery [60, 61]. Chang et al. [62] decode imagined content from V1 in aphantasic individuals as well as in controls, yet the patterns do not cross-decode with perception (26.2%, p=0.274p = 0.274, against 43.9%, p<0.001p < 0.001, in controls); sound-driven decoding in early visual cortex [63] is diminished in aphantasia [64]; decodable V1 representations can occur without subjective imagery [65]; and 7 T fMRI shows reduced fusiform–frontoparietal connectivity in aphantasia [66]. Decodability and phenomenology can therefore dissociate, so imagery ability should be reported as a covariate (S4); no study in Table 5 relates its scores to it.

Reality monitoring and the working-memory boundary. Candidate signals that mark an experience as internal are evaluated jointly by a higher-order circuit [67], and the dominant cue appears to be signal strength, since sufficiently vivid imagery is misattributed to perception [68]. Content may thus be strong enough for a classifier yet too weak for experience, and a decoder is not bound by the reality-monitoring threshold (§ 9.1). Working-memory contents are likewise decodable from V1–V4 [27] in representations partly shared with imagery [26], which is why every tabulated study carries both components of the admissibility verdict.

A Unified Taxonomy Framework

The Mind’s-Eye Decoding Pipeline

A common two-stage map. Decoding maps x\mathbf{x} to a target through a model-side decoded latent zz in a representation space Z\mathcal{Z}, such as a CLIP or CNN-feature embedding [69]:

x⏟neural signal→hψz^⏟decoded latent∈Z→GI^⏟reconstruction,I^=G(hψ(x)),(3)\underbrace{\mathbf{x}}_{\text{neural signal}} \xrightarrow{h_\psi} \underbrace{\hat{z}}_{\text{decoded latent} \in\mathcal{Z}} \xrightarrow{G} \underbrace{\hat{I}}_{\text{reconstruction}}, \qquad\hat{I}=G(h_\psi(\mathbf{x})), \tag*{(3)}

where hψh_\psi is a neural-to-latent decoder and GG a generator. With G=id⁡G=\operatorname{id} the latent is used directly for classification or retrieval, which is where the electrophysiological literature currently sits (§ 6.4); in the inverted direction a forward encoding model gϕ:I→Xg_\phi:\mathcal{I}\to\mathcal{X} is learned instead.

Two design axes. Methods differ along two axes that the family labels of Table 3 partly conflate (Fig. F.7). The direction of inference is either encode-and-invert, fitting gϕg_\phi on perception and searching image space to match the response, or decode, mapping the response to a latent with hψh_\psi. The generator is none (G=id⁡G=\operatorname{id}), per-trial iterative optimisation, or a frozen, amortised pretrained model applied in one pass. Family Ia is encode-and-invert with iterative search; Family Ib is decode with iterative generation, since its neural stage is a feature decoder (Eq. (8)) and what it inverts is the image-to-feature network; Family II is decode without a generator; Family III is decode with a frozen amortised generator; and Family IV, a transform on the input, is orthogonal to both axes. Ib thus shares its neural stage with Families II and III, which is why its exposure to prior-driven failure resembles III more than Ia (§ 7.3).

Evaluation under a missing target. Because ss is unobserved, every method is scored against the proxy, the cue cc or the exemplar IcI_c, by an operator

E(I^ or z^, Ic or c)∈{identification, feature-metric,human-rater, vividness-correspondence},(4)\mathcal{E}(\hat{I}\ \text{or}\ \hat{z},\ I_c\ \text{or}\ c)\in \left\{ \begin{array}{l} \text{identification, feature-metric,}\\ \text{human-rater, vividness-correspondence} \end{array} \right\}, \tag*{(4)}

whose target-free character, absent in perception where Ic=sI_c=s, is analysed in Section 7.

The Four Method Families

Family I — Iterative inversion. In Family Ia a forward encoding model gϕg_{\phi} is fit on perception, mapping image features φ(I)\varphi(I) to the response, and imagined content is recovered by inverting it under a prior:

ϕ^=arg⁡min⁡ϕ∑j∥xjperc−gϕ(φ(Ij))∥22,(5)\hat{\phi}=\underset{\phi}{\arg\min}\sum_j\left\|\mathbf{x}^{\mathrm{perc}}_j-g_{\phi}\left(\varphi(I_j)\right)\right\|_2^2, \tag*{(5)}
I^=arg⁡min⁡I∥ximg−g^ϕ(φ(I))∥22+λR(I),(6)\hat{I}=\underset{I}{\arg\min}\left\|\mathbf{x}^{\mathrm{img}}-\hat{g}_{\phi}\left(\varphi(I)\right)\right\|_2^2+\lambda R(I), \tag*{(6)}

where RR is an image prior and Eq. (6) is the MAP counterpart of Eq. (1). With a fixed, low-level feature map such as Gabor wavelets or a retinotopic basis, the inversion is a search over candidates or a direct pixel reconstruction,

I^=arg⁡max⁡I∈C corr⁡(ximg,g^ϕ(φlow(I))),φlow fixed and retinotopic,(7)\hat{I}=\underset{I\in\mathcal{C}}{\arg\max}\ \operatorname{corr}\left(\mathbf{x}^{\mathrm{img}},\hat{g}_{\phi}\left(\varphi_{\mathrm{low}}(I)\right)\right),\qquad\varphi_{\mathrm{low}}\ \text{fixed and retinotopic}, \tag*{(7)}

as in [35, 30, 36]. In Family Ib the brain is decoded into the hierarchical features of a deep network, and pixels or a generator latent are optimised to match them:

I^=arg⁡min⁡I∑ℓ∈L∥φ(ℓ)(I)−φ^(ℓ)∥22+λR(I),φ^(ℓ)=hψ(ℓ)(ximg),(8)\hat{I}=\underset{I}{\arg\min}\sum_{\ell\in\mathcal{L}}\left\|\varphi^{(\ell)}(I)-\hat{\varphi}^{(\ell)}\right\|_2^2+\lambda R(I),\qquad\hat{\varphi}^{(\ell)}=h_{\psi}^{(\ell)}\left(\mathbf{x}^{\mathrm{img}}\right), \tag*{(8)}

as in [29, 37, 38]. Both variants optimise per trial and are cross-state, since imagery enters only at inference.

Family II — Discriminative decoding and representational geometry. Here G=idG=\mathrm{id} and hψh_{\psi} predicts a label or regresses onto a fixed embedding ztargetz_{\mathrm{target}} for retrieval:

ψ^=arg⁡min⁡ψ∑CE⁡(hψ(x),y)⏟classificationorarg⁡min⁡ψ∑∥hψ(x)−ztarget∥22⏟retrieval.(9)\hat{\psi}=\underset{\psi}{\arg\min}\sum\underbrace{\operatorname{CE}\left(h_{\psi}(\mathbf{x}),y\right)}_{\text{classification}}\quad\text{or}\quad\underset{\psi}{\arg\min}\sum\underbrace{\left\|h_{\psi}(\mathbf{x})-z_{\mathrm{target}}\right\|_2^2}_{\text{retrieval}}. \tag*{(9)}

Representational similarity analysis (RSA) is a model-free variant that tests a second-order isomorphism between neural and feature geometries [70, 57].

Family III — Generative cross-decoding. A neural-to-latent map is trained on perception or hybrid data to reach the conditioning space of a pretrained generator built on denoising diffusion [71] or latent diffusion [72], and imagery is cross-decoded through the frozen generator:

ψ^=arg⁡min⁡ψE[∥hψ(xperc)−z(I)∥22+βLCLIP(hψ(xperc),I)],I^img=G(hψ(ximg)),(10)\begin{aligned} \hat{\psi} &= \arg\min_{\psi} \mathbb{E}\left[\left\|h_{\psi}\left(\mathbf{x}^{\mathrm{perc}}\right)-z(I)\right\|_{2}^{2}+\beta\mathcal{L}_{\mathrm{CLIP}}\left(h_{\psi}\left(\mathbf{x}^{\mathrm{perc}}\right),I\right)\right],\\ \hat{I}^{\mathrm{img}} &= G\left(h_{\psi}\left(\mathbf{x}^{\mathrm{img}}\right)\right), \tag*{(10)} \end{aligned}

with LCLIP\mathcal{L}_{\mathrm{CLIP}} a contrastive term. The imagery step is a distribution shift, so seen-image performance does not guarantee imagined-image performance [28, 17], and strong priors make plausible but spurious reconstructions most likely here [10].

Family IV — Alignment and adaptation (meta-level). Family IV learns a transform TT that aligns representations across subjects, sessions, sites or states, so that Families I–III remain usable with scarce imagery data, either by functional alignment,

T^=arg⁡min⁡T∈T∥T(xa)−xb∥22(e.g. hyperalignment citep‘[46, 47]‘),(11)\hat{T}=\arg\min_{T\in\mathcal{T}}\left\|T(\mathbf{x}_{a})-\mathbf{x}_{b}\right\|_{2}^{2}\qquad\text{(e.g. hyperalignment {citep}`[46, 47]`),} \tag*{(11)}

or by aligning imagery activity into a frozen conditioning space,

T^=arg⁡min⁡TE∥hψ(T(ximg))−ztarget∥22(hψ,G fixed citep‘[44]‘),(12)\hat{T}=\arg\min_{T}\mathbb{E}\left\|h_{\psi}\left(T\left(\mathbf{x}^{\mathrm{img}}\right)\right)-z_{\mathrm{target}}\right\|_{2}^{2}\qquad\left(h_{\psi},G\text{ fixed {citep}`[44]`}\right), \tag*{(12)}

together with cross-subject adaptation and, as an outlook, neural foundation models (§ 5.4). It defines no decoding target of its own and pre-composes with any family.

Method Families in Detail

Family I: Iterative Inversion

Estimator. Reading the data term of Eq. (6) as a Gaussian likelihood and R(I)R(I) as a negative log-prior exposes Ia as maximum-a-posteriori inference:

I^=arg⁡max⁡Ilog⁡p(ximg∣g^ϕ(φ(I)))⏟data fidelity (likelihood)+log⁡p(I)⏟image prior.(13)\hat{I}=\arg\max_{I}\underbrace{\log p\left(\mathbf{x}^{\mathrm{img}}\mid\hat{g}_{\phi}\left(\varphi(I)\right)\right)}_{\text{data fidelity (likelihood)}}+\underbrace{\log p(I)}_{\text{image prior}}. \tag*{(13)}

No imagery labels enter training; the burden rests on the fidelity of the forward model and the tractability of the inverse problem.

Representative work. Inverse retinotopy set the template by inverting a perception-fit forward model [35]. Voxel-wise encoding with Gabor and semantic tuning then showed that low-level features of remembered scenes are present in imagery: the encoding model identified which of five memorised artworks a participant recalled among random photographs well above chance [30, 33]. The same logic recovers imagined letters [36]. In Family Ib, iCNN optimises pixels so that their features in a deep backbone such as VGG [73] match brain-decoded features, optionally under a deep generative prior [29, 74, 75]; imagined artificial shapes gave rudimentary but recognisable reconstructions, whereas imagined natural images were reported as not well reconstructed [29]. A Bayesian reformulation with a VQGAN prior and decoded CLIP and VGG features [37] raises pairwise identification of imagined natural images from 50.4% to 75.6%, with two qualifications (Table 5, notes d and e): conv1 is excluded, and each pipeline is scored with its own weighted similarity, a circularity raised by a reanalysis [16]4.

Trade-offs. Ia recovers only what a retinotopic model encodes, so a high score requires genuine low-level information, but imagery’s early-visual signal is coarse and weak (§ 3.1), and the need for a spatially resolved forward model confines the family to fMRI. Ib gains expressivity from a learned feature decoder and a prior and is correspondingly exposed to the prior–evidence tension of § 7.3. Both are non-convex, so results depend on initialisation, prior weight and restarts, and the choice of which run to display is addressed by standard S7.

Family II: Discriminative Decoding and Representational Geometry Estimators

The direct mode optimises Eq. (9); the model-free mode correlates representational dissimilarity matrices (RDMs),

ρRSA=corr⁡(RDM⁡(x),RDM⁡(φ(I))).(14)\rho_{\mathrm{RSA}} = \operatorname{corr}\left(\operatorname{RDM}(x), \operatorname{RDM}(\varphi(I))\right). \tag*{(14)}

Representative work. Reddy et al. [39] trained classifiers on four object categories and tested every combination of perception and imagery: within-perception 67%, within-imagery 50% and cross-decoding 47% and 52%, against chance at 25%, with only perception-to-perception above chance in retinotopic cortex. Horikawa and Kamitani [31] removed the closed-set restriction by decoding hierarchical DNN features, identifying categories not used in training. Their imagery condition is L3 by instruction, but participants were first shown exemplar images of each category, and the imagined categories are those of the perceptual test session, so recall of seen exemplars cannot be excluded. The same approach separates imagery from perception of real objects [76], recovers sleep-onset and dream content [77, 78], and relates decodable patterns to reported image qualities [41]†. In the reviewed corpus this is the only family anchored in every modality reviewed, with EEG [1, 2], MEG [43] and single-unit anchors [3, 4] and a published EEG null [5] (§ 6.4).

Kwon et al. [42] decode four imagined actions from EEG (72.3% against 25% chance); because participants were instructed to imagine without muscle engagement, we admit the study under E2 as a boundary case (§ 6.4).

Trade-offs. Because semantic representations overlap strongly across states and classification needs only category-level separability, Family II is data-efficient and comparatively robust to low SNR. Its ceiling has the same origin: the output is a label or an embedding, retrieval is bounded by the candidate set, RSA yields no read-out, and identification depends on the distractor set (§ 7.2). This is the output type that EEG and MEG currently support.

Family III: Generative Cross-Decoding

Mechanics and anchors. Family III maps the response to the conditioning code of a frozen generator, typically a CLIP image or text embedding [72, 69, 79, 80, 81], so imagery decoders inherit a high-capacity prior and reconstruct in one pass. NSD-Imagery evaluates NSD-trained decoders [23, 20, 21, 29, 22] on paired imagery and finds seen-image performance largely decoupled from imagined-image performance, with simple linear or multimodal decoders generalising better than complex ones [28]. MIRAGE ridge-regresses into multimodal text-plus-image embeddings that condition a frozen cascaded diffusion model and improves imagery reconstruction under human forced choice [17]. Outside fMRI there is one exploratory EEG attempt [45].

The nature of the shift. The map hψh_{\psi} is fit on perception and deployed on imagery, and whether that change is attenuation or a change of code determines which remedies apply. Write the response in state r∈{perc,img}r \in\{\mathrm{perc}, \mathrm{img}\} as

x(r)=A(r)f(r)(s)+ε(r),\mathbf{x}^{(r)} = A^{(r)} f^{(r)}(s) + \boldsymbol{\varepsilon}^{(r)},

with A(r)A^{(r)} a region-specific gain. Under the shared-code hypothesis H0H_0, fimg=fpercf^{\mathrm{img}} = f^{\mathrm{perc}} and imagery differs only in gain and noise; under H1H_1 the code itself changes. Even under H0H_0 with Aimg<ApercA^{\mathrm{img}} < A^{\mathrm{perc}} the Bayes-optimal E[z∣x]\mathbb{E}[z \mid x] differs through shrinkage, so a change in p(z∣x)p(z \mid x) alone does not separate the two cases; and because the latent available on imagery trials is z(Ic)z(I_c) rather than z(s)z(s), the apparent imagery conditional also moves with the proxy bias of § 7.1.

The neural evidence is consistent with H1H_1 in early visual cortex and compatible with H0H_0 plus gain elsewhere: the overlap is attenuated in early visual cortex [31, 14]; perception-trained classifiers transfer in object-responsive but not in retinotopic cortex [39]; imagery aligns with late rather than full perceptual processing [43, 1, 2]; and aphantasic imagery is decodable in V1 yet does not cross-decode with perception [62], which gain alone explains less naturally than an altered code.

Published benchmark values add a diagnostic signal (Figure 4). They are compiled across two reports [28, 17] and compared under a common human forced-choice framing; this is a cross-study published-value comparison, not a unified benchmark experiment. In these values, MindEye2 falls from 75.54% to 50.21%, near the 50% chance level, on simple shapes, and from the highest complex-scene score in the compilation, 90.56%, to 64.83% [28]. Across the five methods that differ from chance the drop spans 5.9 to 26.1 points and the ordering of methods changes, while MIRAGE scores within 0.1 points of the best vision value and loses 5.9 points on imagery [17]. The change in ordering is consistent with H1H_1 but also with attenuation acting on heterogeneous estimators, so it does not discriminate between them; that vision rankings do not carry over to imagery is a testable hypothesis suggested by these values rather than an established result. A direct test is possible with existing data (§ 8.2).

Spurious reconstruction. The general mechanism is analysed in § 7.3. The risk is highest here because a frozen, high-capacity generator can satisfy feature, semantic and realism scores from little neural information [10]. MIRAGE addressed this by drawing human-experiment distractors from decoded random brain patterns, so that target and distractor carry the prior equally [17]; this approximates the between-trial null of Eq. (17), which is why Table 7 credits the study partially on S1. Since the risk grows as the signal weakens, null-signal controls would be a precondition for extending the family to EEG or MEG.

Family IV: Alignment and Adaptation

Composability and its limits. Let MM be the base mapping of any family (the inversion operator of Family I, hψh_\psi of Family II or G∘hψG \circ h_\psi of Family III). Alignment leaves the family’s loss untouched and substitutes x↦T(x)x \mapsto T(x), giving M∘TM \circ T:

I^=(G∘hψ∘T)(ximg)\hat{I} = (G \circ h_{\psi} \circ T)(x^{\mathrm{img}})

(with Family III),

I^=arg⁡min⁡I∥T(ximg)−gϕ(ϕ(I))∥22+λR(I)(15)\hat{I} = \underset{I}{\arg\min}\left\|T(x^{\mathrm{img}})-g_{\phi}(\phi(I))\right\|_{2}^{2}+\lambda R(I) \tag*{(15)}

(with Family I).

The composition is always well formed, because TT is fitted separately. Whether it preserves what MM does depends on TT mapping the target domain into the region on which MM was fitted, which presupposes a shared latent geometry. Across subjects within one state this is well supported [46, 47]; across states it is what H1_1 (§ 5.3) denies, and alignment into a perception-derived space can import a perceptual bias. If TT projects onto the subspace that hψh_{\psi} reads most confidently, composition can raise proxy scores while lowering the neural dependence of Eq. (17), so imagery-specific alignment should be reported with the null-signal control applied after composition.

Representative work. Hyperalignment learns a common space by Procrustes-style transforms [46, 47]; learned alignment [48], lightweight subject adaptation [49], code conversion without shared stimuli [50] and source-free or unseen-subject decoding [82, 51] extend it to limited data. The imagery-specific instance of Eq. (12) aligns imagery activity into a frozen diffusion space [44]†, while neural foundation models [52, 53, 54]† have so far been evaluated on general tasks rather than imagery. No published imagery score isolates an alignment layer against the same pipeline without it, so the family has no entry in Table 5.

Datasets, Paradigms, and Benchmarks

Experimental Paradigms

Cued imagery dominates: a label cc or a previously seen exemplar IcI_c specifies the content on each trial [31, 29]. Free imagery, accessible only through retrospective report, is closer to real-world use but hard to decode or score, and working-memory delay paradigms [27] are the L1 paradigms of § 2.2. When the cue is an image just viewed, a perceptual trace of IcI_c, a maintenance signal and the generated imagery are entangled in xx, and a decoder scored against IcI_c cannot separate read-out from carry-over. This is most pronounced outside fMRI: the largest public EEG imagery dataset presents the target picture for 4 s before each 4 s imagery period [32], and the action-imagery study a 5 s video before imagery [42]; both designs aim to remove the afterimage, not the maintenance signal.

Modality-Specific Characteristics

fMRI offers the retinotopic access that underwrites pixel- and feature-level reconstruction, but limited per-trial SNR, which is why every benchmark in Table 5 averages repetitions; 7 T fMRI improves SNR enough to reveal phenotype differences [66]. EEG and MEG provide millisecond resolution suited to the late, sustained dynamics of imagery [43], but volume conduction and artefacts make image-level reconstruction much harder. Intracranial recording combines millisecond and cellular resolution but samples medial temporal cortex in clinical populations and has yielded no public imagery corpus [3, 4]. Design matters as much as modality: in a block design slow drifts are confounded with class labels, and a reanalysis [83] of an early 40-class EEG dataset [84] showed accuracy falling to chance under a rapid-event design.

Principal Datasets and Reported Performance

Purpose-built imagery datasets are small in trials and stimuli rather than in participants: NSD-Imagery has 432 vision and imagery trials over 18 stimuli per subject [28], against up to 30,000 perception trials in NSD [8]. The three fMRI imagery datasets cue learned material symbolically and are separable at the trial level, whereas all four EEG datasets of Table 4 are entangled and supply only class labels, so no electrophysiological analogue of NSD-Imagery was identified.

What image-based scoring can and cannot test. Apart from compositionally constructed L3 targets, which no study in the reviewed corpus uses, image-based scoring is available only under L1 or L2, and the reviewed corpus occupies only L2 (Figure 3): wherever an imagery reconstruction is scored against an image, as for Deeprecon’s memorised pictures [29] and their reanalysis [37], NSD-Imagery’s simple and complex stimuli [28, 17, 44], the memorised artworks of [30] and the letters of [36], the participant recalls an exemplar shown before the session. In the reviewed corpus, no L1 paradigm has been carried to image-scored reconstruction, and no study has built a scorable image target for L3 content, although L3 is decoded at the classification level [31, 2] and NSD-Imagery’s conceptual reconstructions are human-rated against words [28, 17]. The gap is thus that generation has not been put to an image-level test, rather than that it has failed one. This matters because retrieving a stored exemplar can, in the limit, be satisfied by an a Trial level ✓ separable, ✗ entangled, ? unclear, — none crossed with memory source (L1 / L2 / L3); evidence in Table A.8.

b Vision + imagery; 144 further attention-run trials are released but excluded by the authors.

c Five in later public sessions of the same laboratory [50].

d A picture is shown in the trial, but participants visualise their own exemplar of the concept (§ 2.2).

∗ Block design with class-contiguous trials, hence a leakage risk. expressive prior from a category label (§ 7.3), whereas generated content has no stored target to collapse onto (§ 8.1).

Internal validity of the imagery benchmarks. Five of NSD-Imagery’s six complex stimuli come from the NSD shared1000 set, which participants viewed repeatedly [28]; this is not leakage, since the set is held out from training, but it places the condition at the recall end of L2 in a semantically clustered corpus [10]. Deeprecon’s artificial shapes lie outside the natural-image training distribution [29] and are therefore the more diagnostic half of Panel D. Neither benchmark decodes single trials, so every figure in Table 5 is a multi-trial quantity (note g).

EEG/MEG/iEEG Imagery: What Exists and What Does Not

In the reviewed corpus, image-level reconstruction scored against image-level targets has been reported only from fMRI, while electrophysiology has focused on classification, representational analysis and BCI control (the corpus by year and modality is shown in Fig. F.10). Part of this division is principled, since Family Ia needs a spatially resolved forward model that sensor-level EEG and MEG do not provide. For semantic-level generative decoding, however, the main constraints appear to be missing image-level imagery targets and single-trial SNR: semantic reconstruction of perceived images already succeeds from MEG [90] and EEG [91], and the semantic stream is the one that transfers to imagery (§ 3.1).7

What has been established. Imagined content is decodable with an oscillatory carrier: EEG cross-classifies imagined and perceived objects in the parietooccipital alpha band [1], and extends to whole scenes and graded scene properties [2]. Imagery has a distinct temporal profile, its MEG representations emerging later, more sustained and less precise than perceptual ones [43]. Reinstatement is visible in single neurons, which patients can drive volitionally to control a display [3, 4], the only closed-loop imagery demonstration we found. Visual imagery has also been evaluated as an EEG-BCI control strategy with mixed outcomes [92, 93, 94], and a time-resolved EEG study found no above-chance decoding during imagery at any time point [5], consistent with the recoverable signal lying in band-limited power over a long window.

Why reconstruction is harder here. For Family I the limit is physical: a sensor-level topography is a volume-conducted mixture whose cortical source is ill-posed, and the decodable imagery signal is band-limited power [1, 2], which supports closed-set classification but cannot constrain pixels through Eq. (13). For Family III the limits are data and SNR: imagery offers no event to lock to beyond the cue and its onset jitters across trials, so averaging blurs the dynamics of interest, and jitter alone can mimic a sustained representation [14].

Ocular state and leakage. Imagery is often performed with eyes closed and perception with eyes open [39, 31], and eye closure raises posterior alpha, the band that carries decodable imagery content, so eye state should be reported (S10). Long trials, class-blocked runs and a fixed cue–imagery–rest template also expose imagery paradigms to the temporally autocorrelated leakage shown for block-designed EEG [83]; for example, one study augments trials before a 60/20/20 split [42], and another cuts each imagery period into segments before splitting [45]. Splitting and permuting by imagery episode or run addresses this (S8).

What is missing. No openly released MEG or intracranial visual-imagery dataset was identified as of 30 September 2026, and the public EEG datasets [32, 85, 86] carry class labels rather than image-level targets. The one EEG synthesis attempt [45] scores its images only through a classifier, slightly above the 2.5% chance of 40 classes, and shows the target before

date. Class counts, chance levels and validation units of all electrophysiological studies are listed in Table D.9. each imagery period (L1), so it remains exploratory. An electrophysiological dataset would enable Family III if it (a) cued material learned before the session symbolically; (b) paired each trial with its image-level target and released the stimuli; (c) recorded a within-subject perception condition; (d) logged eye state and vividness per trial; (e) randomised class order and released episode labels; and (f) added an L3 condition.

Evaluation Methodology

The Target-Free Evaluation Setting

The proxy gap. In perception Ic=sI_c = s, so a distance between I^\hat{I} and IcI_c is a distance to the ground truth. In imagery the evaluator can compare I^\hat{I} only with the proxy through the operator of Eq. (4), and for a distance-type operator dd the triangle inequality bounds the discrepancy by the distance between cue and content (Figure 5a):

Target-free evaluation: (a) the proxy gap and (b) neural dependence

Figure 5. Target-free evaluation. (a) The proxy gap of Eq. (16): the evaluator measures d(I^,Ic)d(\hat{I}, I_c), the desired d(I^,s)d(\hat{I}, s) is unobservable, and their difference is bounded by Δ(Ic,s)\Delta(I_c, s), whose expectation the memory-source levels order coarsely. (b) Reading the neural dependence of Eq. (17) from null re-runs of the same pipeline: Λwithin\Lambda_{\mathrm{within}} against a same-category null, the share Λbetween−Λwithin\Lambda_{\mathrm{between}}-\Lambda_{\mathrm{within}} carried by category alone, and the denominator of Λ~\tilde{\Lambda}. Bar heights are schematic.

∣d(I^,Ic)−d(I^,s)∣≤d(Ic,s)≔Δ(Ic,s).(16)\left|d(\hat{I}, I_c) - d(\hat{I}, s)\right| \le d(I_c, s) \coloneqq\Delta(I_c, s). \tag*{(16)}

For similarity-type operators, such as identification, CLIP scores and human ratings, no such bound holds in general, and the relevant quantity is the proxy bias b(I^;Ic,s)=E(I^,Ic)−E(I^,s)b(\hat{I}; I_c, s) = \mathcal{E}(\hat{I}, I_c) - \mathcal{E}(\hat{I}, s). The bias depends on the reconstruction itself and is systematic rather than zero-mean, varying with imagery ability, cueing and memory source (§ 6.1 and § 3.2), so it cannot be averaged away and confounds comparison across paradigms. The memory-source levels order E[Δ]\mathbb{E}[\Delta] coarsely: smallest for L1, where the proxy was on screen moments earlier, larger for L2, and largest for purely conceptual L3, where the proxy is a word and the exemplar is the participant’s own.

Neural dependence. Eq. (16) prices the proxy but does not indicate whether a reconstruction used the brain at all. Consolidating the randomised-data control of [10] and the randomly decoded distractors of [17], we propose the neural dependence of a reconstruction procedure, a diagnostic quantity rather than a validated metric, defined as the drop in its score when the pairing between neural data and target is destroyed with everything else fixed, together with its normalised form (Figure 5b):

Λ=E[E(I^(x),Ic)]−E[E(I^(xnull),Ic)],(17)\Lambda= \mathbb{E}\left[\mathcal{E}(\hat{I}(x), I_c)\right] - \mathbb{E}\left[\mathcal{E}(\hat{I}(x_{\mathrm{null}}), I_c)\right], \tag*{(17)}
Λ~=ΛE[E(I^(x),Ic)]−Echance.(18)\widetilde{\Lambda} = \frac{\Lambda}{\mathbb{E}\left[\mathcal{E}(\hat{I}(x), I_c)\right] - \mathcal{E}_{\mathrm{chance}}}. \tag*{(18)}

with expectations over trials and the generator’s stochasticity and the same seeds for real and null inputs. Λ~\widetilde{\Lambda}, the fraction of the above-chance score attributable to trial-specific signal, is intended to be comparable across operators and studies and is reported unclipped. As a quantity proposed here, Λ\Lambda has not been validated on independent data: its sensitivity, its specificity and its robustness to cue leakage and to eye state remain to be established. The null is test-time mismatch: the trained pipeline is driven with another trial’s activity (training-label permutation answers a different question and is reported separately). With xnullbetweenx_{\mathrm{null}}^{\mathrm{between}} a trial of any other stimulus and xnullwithinx_{\mathrm{null}}^{\mathrm{within}} a trial of a different stimulus from the same category or set, a pipeline that decodes category alone achieves Λbetween>0\Lambda_{\mathrm{between}} > 0, whereas only Λwithin>0\Lambda_{\mathrm{within}} > 0 indicates within-category dependence. Λ\Lambda can be estimated from existing data by re-running the pipeline on null inputs; label outputs, cue leakage and cost are treated in Appendix § 16.§ 2. Reporting (E,Λbetween,Λwithin,Λ~)(\mathcal{E},\Lambda_{\mathrm{between}},\Lambda_{\mathrm{within}},\widetilde{\Lambda}) with an episode-level permutation test is proposed item S1; it is designed to separate the two panels of Figure 2, where a spurious reconstruction holds E\mathcal{E} high while Λ≈0\Lambda\approx0. Even Λwithin>0\Lambda_{\mathrm{within}} > 0 is necessary rather than sufficient, since it does not certify the visual detail displayed. In the exploratory checklist application below, an S1 entry records only whether a corresponding null control is reported, not whether that control is adequate.

Output dimension collapse. If the neural-to-latent map is a ridge regression from training activity XtrX_{\mathrm{tr}} onto training latents YtrY_{\mathrm{tr}}, every prediction is a combination of the training latents:

z^te=YtrTXtr(XtrTXtr+λI)−1xte⏟=m∈RN=∑i=1Nmiztr(i).(19)\hat{z}_{\mathrm{te}} = Y_{\mathrm{tr}}^{\mathsf{T}} X_{\mathrm{tr}} \underbrace{\left(X_{\mathrm{tr}}^{\mathsf{T}}X_{\mathrm{tr}}+\lambda I\right)^{-1}x_{\mathrm{te}}}_{=\mathbf{m}\in\mathbb{R}^{N}} = \sum_{i=1}^{N}m_i z_{\mathrm{tr}}^{(i)}. \tag*{(19)}

The linear span is restrictive only when NN is smaller than the latent dimension; the relevant constraint is effective: shrinkage concentrates m\mathbf{m} on the dominant directions of the training targets, so that when those targets are clustered the predictions fall near the subspace spanned by the cluster centroids. Shirakawa et al. call this output dimension collapse and find that the CLIP text features of NSD images form roughly 40 clusters with substantial train–test overlap [10]. Two quantities measure it:

κr=1−∑j∥(Id−Pr)(z^te(j)−zˉtr)∥22∑j∥z^te(j)−zˉtr∥22,reff(Z)=(tr⁡CZ)2tr⁡(CZ2).(20)\kappa_r = 1-\frac{\sum_j \left\lVert(I_d-P_r)\left(\hat{z}_{\mathrm{te}}^{(j)}-\bar{z}_{\mathrm{tr}}\right)\right\rVert_2^2}{\sum_j \left\lVert\hat{z}_{\mathrm{te}}^{(j)}-\bar{z}_{\mathrm{tr}}\right\rVert_2^2}, \qquad r_{\mathrm{eff}}(Z)=\frac{\left(\operatorname{tr} C_Z\right)^2}{\operatorname{tr}\left(C_Z^2\right)}. \tag*{(20)}

where PrP_r projects onto the rr leading principal directions of the centred training latents, with r=r95r = r_{95} explaining 95% of their variance, and CZC_Z is the covariance of a set of latents ZZ. A small r95r_{95} with κr95\kappa_{r_{95}} near 0.95 marks a test set inside a low-dimensional, clustered training distribution; a ratio reff(Z^te)/reff(Zte)r_{\mathrm{eff}(\hat{Z}_{\mathrm{te}})}/r_{\mathrm{eff}(Z_{\mathrm{te}})} well below 1 marks predictions less diverse than their targets (S6). This argument applies directly to linear/ridge latent mappings; for nonlinear decoders it is a heuristic diagnostic. Where it applies, collapse compounds the proxy gap: a translator confined to a few clusters and scored against a cluster-level proxy can appear successful while recovering little that is trial-specific.

A Taxonomy of Evaluation Metrics

(1) Identification and retrieval. Identification asks whether I^\hat{I} or zz is closer to the correct proxy than to distractors, with chance 1/n1/n for nn alternatives, and its main pitfall is the distractor set. If the test set has kk equally sized categories and the decoder recovers category but nothing within it, so that a same-category distractor is identified at chance and a different-category one with probability q∈[0.5,1]q \in[0.5,1], the large-nn pairwise accuracy is

Acc⁡=1k⋅0.5+(1−1k)q,(21)\operatorname{Acc} = \frac{1}{k} \cdot0.5 + \left(1-\frac{1}{k}\right)q, \tag*{(21)}

derived with its finite-sample form in Appendix § 15 and plotted in Fig. E.6 [10]. With q=1q=1 it is 75% for k=2k=2 and 95% for k=10k=10, so a pairwise accuracy alone is not evidence about the particular image. Protocol choice also matters: under human forced choice and an automated CLIP two-way comparison, both at a nominal 50% chance, iCNN reaches 66.15% and 41.72% on the same imagery reconstructions [28, 17]. An accuracy reported without its nn, distractor rule and scoring space therefore cannot be ranked against another.

(2) Low-level and feature-metric alignment. Feature metrics score E\mathcal{E} as a distance in a fixed representation: pixel correlation and SSIM [95]; features from AlexNet [96], residual networks [97], DINO [98] or EVA-02 [99]; learned perceptual distances [100]; and CLIP scores [69]. FID [101] and the Inception Score [102] gauge realism, not fidelity to ss. For imagery, low-level fidelity and semantics are only weakly coupled (§ 3.1),

Elow(I^,Ic)⇏Ehigh(I^,Ic),(22)\mathcal{E}_{\mathrm{low}}(\hat{I}, I_c) \not\Rightarrow\mathcal{E}_{\mathrm{high}}(\hat{I}, I_c), \tag*{(22)}

so the two streams should be reported separately. Panel B of Table 5 shows the dissociation: iCNN has the highest pixel correlation in both conditions (0.224, 0.108) and the lowest CLIP score of the five significant methods (49.03%, 41.72%).

(3) Human rating and (4) phenomenological correspondence. Raters reward naturalness, so a fluent, prior-driven synthesis can score well while weakly tied to xx. Drawing the distractor from a reconstruction of a different brain pattern by the same pipeline [28, 17] equalises the prior and estimates Λbetween\Lambda_{\mathrm{between}}; a same-category distractor would estimate Λwithin\Lambda_{\mathrm{within}}. Decodability can also be scored against experience, trial-wise or via the VVIQ [55]; a vividness correlation supports genuine read-out [59], but its absence does not disqualify [62, 65]. NSD-Imagery records per-trial vividness [28], yet no study in Table 5 reports this analysis.

Spurious Reconstruction

The mechanism. A frozen, high-capacity text-to-image prior (Eq. (10)) can synthesise a photorealistic, category-consistent image from little information in x\mathbf{x}, so the output becomes a blend of classification into a trained category and prior-driven generation [10]. As the neural dependence falls, it collapses onto the prior’s typical sample for the inferred class (Figure 2):

I^=G(hψ(x))→Λ→0G(zclass−prior),(23)\hat{I} = G(h_{\psi}(\mathbf{x})) \xrightarrow[\Lambda\to0]{} G(z_{\mathrm{class-prior}}), \tag*{(23)}

which remains fluent while decoupled from x\mathbf{x}, and which is testable because its antecedent is estimated by the null-signal control.

Why standard metrics may not detect it. Feature and CLIP scores can be met by the class-typical sample, realism ratings reward the prior’s fluency, and cross-category identification can be solved by category alone (Eq. (21)). Convincing reconstructions have been obtained even from randomised brain data by sampling repeatedly and keeping the best output [10]. A reanalysis of a published imagery result raises concerns about selective multi-run reporting and circular evaluation [16]4; under P3 it carries no conclusion alone, but Panel C of Table 5 does score each pipeline with its own weighted similarity [37] and is therefore a within-study contrast rather than an accuracy comparable with Panels A, B or D. As modern priors make realistic outputs common regardless of fidelity [10, 15], realism is weak evidence, which is why Λ\Lambda, insensitive to realism, is reported instead.

The recovery check. Feeding the true latent features of a target image into the generator tests whether the image comes back; if it does not, the generator bounds the pipeline whatever the decoder does. Text-guided pipelines return semantically similar but perceptually different images in this check, whereas feature-matching inversion passes it [10]. For imagery only the generator-side half transfers: the check is run on the perceptual stimuli of the same corpus, with the paired vision condition as an upper bound under the same generator and subjects (S5).

The chain of failure. A clustered corpus induces collapse (Eq. (19)); collapsed latents are rendered as fluent class-typical images (Eq. (23)); categorical test structure and fluency-rewarding raters inflate their scores (Eq. (21)); and the score is then read as fidelity. Each link has a standard in Table 6 (Fig. F.8): S6 for the corpus, S2 and S5 for translator and generator, S3 and S7 for the metric, and S1 for the inference. Together they operationalise for imagery the correctives proposed by Shirakawa et al., namely diverse training data, compositional representations and evaluation designed to expose prior fill-in [10].

A Candidate Reporting Checklist

We distil the analysis into a candidate reporting checklist of ten proposed items, each stated in Table 6 as what to report, how to compute it and an illustrative pass criterion, and apply it in an exploratory manner to ten studies in Table 7. The items are proposals of the authors, not established standards.

Provenance, scoring and clarifications. S1–S4 were fixed before the exploratory application and S5–S10 added during it, so the application is not fully independent of the corpus it scores. The distractor-rule requirement of S3 below was specified after the initial scoring; S3 cells are therefore scored from published distractor descriptions rather than a complete re-check, and are entered conservatively (Table 7). A study reports all proposed items in a fully checkable form when every applicable item is ✓. Three readings apply to the illustrative pass criteria: S3 also requires the number of alternatives nn, the distractor-sampling rule and the proportion of same-category distractors (Eq. (21)); the S5 recovery score should be reported as the pipeline’s ceiling, with the ratio of reconstruction to recovery score; and S1 should state the cost of the null re-runs and, for imagery-trained decoders with a cue on screen, include the cue-only control (Appendix § 16.§ 2).

The exploratory application. In this exploratory application, checkable reporting is more frequent where a proposed item matches existing practice, as with S2 in work building on zero-shot generic decoding [31], and less frequent where no convention requires the quantity: no study reports S5 or S6, one reports S1 in a fully checkable form and five partially, and S3 is reported at most partially under the conservative scoring described above. These observations describe reporting in ten studies, not the quality of those studies or of the field.

Reading the columns. S1 is ✓ where the null described for proposed item S1 in Table 6 is reported, which records that a corresponding control is reported, not that it is adequate: for label outputs, whose mismatch null scores chance by construction, a permutation test of held-out accuracy at the trial level of a randomised design, as in the sign-permutation cluster statistics of [1]. (✓) marks a between-trial null without the within-category one, as in the randomly decoded distractors of [17], or permutation tests against chance whose relation to the test-time mismatch of Eq. (17) the report does not make checkable. S2 is ✓ where held-out categories are evaluated by design [31, 29, 37, 30] and (✓) where test stimuli are held out yet belong to the training cluster structure [28, 17]. S3 is — where the output is a label; elsewhere it is scored from the published descriptions of metrics and distractor protocols rather than a complete re-check against the distractor-rule requirement of § 7.4, so studies reporting both metric streams are entered as (✓). S8 and S9 are ✗ for [42] (§ 5.2), and S10 is — for fMRI, ✓ where eye state is specified and monitored [39, 31], (✓) where its alpha-band implication goes unanalysed [1].

Summary. Of the two proposed items that no study reports even partially in this application, S6 requires only an analysis of the stimulus corpus and of predictions already computed, and S5 only access to the generator, so both could be supplied retrospectively from existing data.

Open Problems and Future Directions

Data Scarcity and the Generative Gap

The reconstruction values in Table 5 rest on two benchmarks and eleven participants [28, 29], only four of whom supply the decoders evaluated on NSD-Imagery, and outside fMRI no imagery dataset with image-level targets was identified (Sec. 6.4); the missing ingredient there is the target rather than the sample size.

Generation. The L3 case, content composed rather than retrieved, has no image-based evaluation (Sec. 6.3). Three routes could make it scorable. (i) Compositional cueing: cue novel combinations of familiar attributes, such as a red circle above a blue square, so that a ground-truth image can be built from the cue without being shown. (ii) Post hoc externalisation: have participants draw, select or describe their exemplar after the trial; decoding recalled video content into descriptive text [103] suggests that a verbal target is feasible. (iii) Within-participant consistency: score whether a reconstruction matches the same participant’s other instances of a repeated L3 cue better than other participants’ instances, an identification problem with a well-defined chance level and no image target. Route (i) yields compositionally constructed L3 targets in the sense of § 2.2, whereas routes (ii) and (iii) address purely conceptual content.

More perceptual data inherits the cross-state shift and does not raise the effective dimension of predictions fitted on a clustered corpus (Eq. (19)); cross-state alignment into a space where a trained decoder and a frozen generator remain valid [44]† is a promising alternative, provided the composed system is reported with S1.

The Nature of the Cross-State Shift

Section 5.3 posed the question as a shared code with state-specific gain (H0\mathrm{H}_{0}) against an altered code (H1\mathrm{H}_{1}) [14, 13]. NSD-Imagery and Deeprecon both contain matched perception and imagery trials within subjects, so the question can be addressed without new data (Fig. F.9). One would fit the perception mapping WpercW^{\mathrm{perc}} and compare, on held-out imagery trials, a gain-only model diag⁡(a)Wperc\operatorname{diag}(\mathbf{a}) W^{\mathrm{perc}} with region- or voxel-wise gains against a freely refitted WimgW^{\mathrm{img}} under matched regularisation, by cross-validated prediction of the proxy latent, separately for early visual and high-level ventral cortex. A gain-only win supports H0\mathrm{H}_{0}, and a refit win beyond what its extra parameters buy supports H1H_1. Reddy et al. ran a classification-era version of this comparison [39]; we found no study repeating it for generative decoders. A theory of achievable fidelity under such a shift would need to reproduce the retention ratios of Figure 4(b), including a seen-to-imagined drop that, in the published values, differs by a factor of 4.4 across methods trained on the same corpus, and the two-stream dissociation (Eq. (22)) suggests stream-specific bounds, tighter for semantics than for pixels.

Individual Phenotypes and Fine-Grained Dynamics

Because the proxy bias depends on imagery ability, which spans a continuum from aphantasia to hyper-vivid imagery [60, 55, 59], modelling ability is a prerequisite for unbiased evaluation, yet no study in Table 5 reports scores by ability, even where per-trial labels exist [28]. 7 T fMRI [66], intracranial recordings [43, 3] and intracranial foundation models [104] offer finer access to phenotype differences and imagery’s sustained dynamics.

Real-Time Closed-Loop Use

Nearly all work is offline, whereas communication and assistive use require a closed loop. The amortised pass of Eq. (10) suits real time better than per-trial optimisation, though diffusion generation [72] still incurs latency. Every number in Table 5 is a multi-trial average, whereas a closed loop has none to average, which should lower Λ\Lambda and raise the prior’s share of the output; reporting single-trial performance would be a natural first step. The one closed-loop demonstration [4] used a four-way choice, and EEG-BCI work with visual imagery reports similarly few degrees of freedom [92, 93, 94]. Because a hallucinated reconstruction fed back to a user could mislead them, the null-signal control is here also a safety consideration.

Ethical Considerations

The literature in this section is the normative Group D of § 2.5, to which the study-level criteria do not apply.

Mental Privacy

A perceived image existed in front of the person; an imagined one need never have entered the world. Imagery decoding therefore concerns content that is private in a strong sense [105], and without an external record the person cannot contest what a decoder claims to have read [106]. Since a decoder is not bound by the reality-monitoring threshold (§ 3.2), a result may also concern content the person would sincerely deny having imagined [62, 65].

Consent and Cross-Subject Decoding

A practical safeguard against unconsented decoding has been that a decoder needs hours of the person’s own labelled data; semantic language decoding from fMRI failed when trained on other people or when the participant resisted [107]. Family IV reduces that requirement [46, 50, 82, 49]. These results are perceptual and consented, so the concern is prospective, but a method that reduces the data needed from a person also reduces what that person must agree to. Similarly, every reconstruction in Table 5 is trained on perceptual data, such as NSD [8], consented to as a perception experiment; consent documents could state whether derived models may be applied to internally generated content.

Neurorights and Regulation

The neurorights agenda holds that existing rights may be insufficient for technologies that access neural activity directly [108, 106]. Chile added to its constitution in 2021 a requirement that technological development safeguard brain activity and the information derived from it [109], applied by its Supreme Court in 2023 to a consumer EEG device [110]; UNESCO adopted a recommendation on the ethics of neurotechnology in 2025 [111]; and Colorado and California treat neural data as sensitive in their privacy statutes [112, 113]. Because mental states can also be inferred from non-neural signals, whether “neural data” is the right regulatory target is debated [114]; imagery decoding, whose target is a mental state, sits on that boundary, which suggests framing safeguards around consent and purpose [115].

Misuse of Hallucinatory Reconstructions

A reconstruction collapsed onto a class prior could be misread as a picture of what a person remembered or intended. The best results in Table 5, 78.30% for MIRAGE [17] and 83.2% for imagined shapes [29], are two-alternative, multi-trial figures from cooperative participants imagining pre-specified content; they do not support inference about uncooperative subjects, single trials or unspecified content, and on this record generative imagery reconstructions are not suitable as evidence of memory or intent [108, 115]. In the assessment of unresponsive patients, cited as motivation in the benchmark literature [28], errors can run both ways: a fluent image generated largely by the prior could be taken as evidence of awareness, and a failed reconstruction, which can have many causes unrelated to the person, as evidence of its absence.

Conclusion

Reconstructing what a person imagines differs from reconstructing what a person sees: imagery is generated top-down, is weak in early visual cortex and is never observed, so every decoder is trained and judged through a proxy. Three observations follow from the published record reviewed here. In a published-value comparison, method ordering changes between seen and imagined images, which suggests that vision performance is not a reliable proxy for imagery performance; whether the neural code itself changes can be tested with existing data. Image-based scoring is confined to maintained or recalled exemplars and compositionally constructed targets, the reviewed corpus occupies only recall, and content generated from a concept has not yet been tested at the image level. Within the reviewed corpus, image-scored reconstruction has been reported only from fMRI, a pattern consistent with the lack of image-level targets in electrophysiological imagery data.

Because a high-capacity generator can produce convincing images from little neural information, proxy fidelity alone cannot separate read-out from prior fill-in. Reporting the normalised neural dependence, a diagnostic quantity proposed here, with a within-category null, alongside the other proposed items of Table 6, is one way to address this. In this exploratory application, none of the ten studies reports all proposed items in a fully checkable form; this is not a quality ranking, and the two items that no study reports (S5 and S6) could be computed retrospectively. Because the object is private experience, progress should be accompanied by protections for mental privacy and by caution against treating generative reconstructions as evidence.

The Corpus and Its Per-Cell Evidence

Table A.8 itemises the imagery studies and datasets of Table 3, Table 4 and Table 7 of the main text with the evidence behind each admissibility verdict; Appendix § 12 and Appendix § 13 do the same for Table 1 and Table 7, and Section Appendix D collects the electrophysiological results. For GOD [31], the L3 verdict reflects the instruction to imagine arbitrary exemplars; participants had first been shown exemplars of each category, and the fifty categories are those of the perceptual test session (§ 5.2).

Evidence for Table 1

Each verdict in Table 1 rests on the presence or absence of a dedicated section in the review concerned. [11] is organised by neural substrate and contains no section on decoding method, evaluation or governance. [12] is organised by mechanism and clinical application, with decoding appearing as evidence within the mechanism sections. [13] contains a substantial treatment of objective measurement, which we score as partial on the target-free column because it concerns measuring imagery rather than evaluating reconstructions, and no section on method taxonomy, standards or ethics. [14] is organised by the dimensions of perception–imagery overlap and closes with outstanding questions rather than standards. [15] is a validity critique with a sustained treatment of what decoders do and do not establish, which we score ✓ on target-free evaluation, while whether its cautions amount to an auditable protocol is a judgement we record as partial. [7] organises fMRI-to-image work as a three-stage pipeline, a unified taxonomy, and treats perception throughout. [6] is organised by latent representation, compositionality and modularity and raises zero-shot and spurious prediction for seen images, both scored partial for the reasons in note (d) of Table 1.

Evidence for Table 7

S1. [1] tests held-out pairwise accuracy against chance with sign-permutation cluster statistics; for label outputs this is the mismatch null of Eq. (17) (Sec. Appendix F.2), hence ✓. [17] constructs human-experiment distractors by decoding randomly selected brain activity patterns, so that target and distractor are equally shaped by the prior, and separately reports reconstruction quality across guidance strengths; this estimates Λbetween\Lambda_{\mathrm{between}} but

Study / datasetModalityFamilyTrialSrcEvidence for the verdict
Thirion et al. 2006 [35]fMRIIa✓L2Imagery of previously presented Gabor-like patterns, cued without re-presentation
Stokes et al. 2009 [40]fMRIII✓L2Letter cue (X or O) initiates imagery of a shape learned before the run; no exemplar in the trial
Reddy et al. 2010 [39]fMRIII✓L2Auditory name cues; participants close their eyes before imagery blocks and open them before perception blocks, verified by eye tracking
Naselaris et al. 2015 [30]fMRI✓L2Imagery runs cue mental images of five artworks memorised in advance while fixating a blank grey screen
Lee & Kuhl 2016 [38]fMRIIb✓L2Faces retrieved from paired-associate learning completed before scanning
Horikawa & Kamitani 2017 [31]fMRIII✓L3Cue is an array of 50 object names; participants imagine arbitrary exemplars of the red-marked category with eyes closed for 15 s
Shen et al. 2019 [29]fMRIIb✓L2Word cues for 25 images memorised before the experiment; word–image pairs viewable only during inter-run rest
Senden et al. 2019 [36]fMRIIa✓L2Imagery of letter shapes learned before the imagery runs
Shatek et al. 2019 [5]EEGII✗L1Four images shown in sequence within each trial, then a numeric retro-cue names which to imagine

Table A.8. Table A.8: The imagery corpus satisfying I1–I5 of § 2.5, with the evidence for each admissibility verdict. “Trial” gives the trial-level verdict and “Src” the memory source, and the evidence column paraphrases the sentence or figure from which the verdict is derived. Supporting methodological and normative references are cited in the text but are not part of this corpus.

Study / datasetModalityFamilyTrialSrcEvidence for the verdict
Xie et al. 2020 [1]EEGII✓L2Imagery cued symbolically for objects learned before the imagery blocks
Chang et al. 2025 [62]fMRIII✓L2Lateralised imagery of learned patterns on cue; aphantasia and control groups
Stecher & Kaiser 2024 [2]EEGII✓L3Three-sentence written scene descriptions; the matching photographs are shown only afterwards, in a separate perception task
Gao et al. 2026 [32]EEG—✗L1Each 17 s trial: 3 s fixation, 4 s picture, mask, 4 s imagery, 4 s rest
Kwon et al. 2025 [42]EEGII✗L1Each 17 s trial: 2 s rest, 5 s action video, 5 s rest (stated purpose: afterimage removal), 5 s imagery
Shimizu & Srinivasan 2022 [45]EEGIII✗L1500 ms image, 500 ms noise mask, then 10 s imagery, within each trial
Kneeland et al. 2025 [28]fMRIIII✓L2/L3Only a single-letter cue appears during imagery; all 18 cue–stimulus pairs memorised before scanning. Conceptual stimuli are words with no image
Kneeland et al. 2026 [17]fMRIIII✓L2/L3Same benchmark and protocol as above
Koide-Majima et al. 2024 [37]fMRIIb✓L2Reanalysis of the Deeprecon imagery data; cueing as in [29]
Dijkstra et al. 2018 [43]MEGII✗L1Retro-cue task: a face and a house are shown for 0.8 s each, then a noise mask and a 0.5 s cue naming which of the two to imagine for 3.5 s
Kreiman et al. 2000 [3]iEEGII✓L2Patients imagine pictures viewed earlier in the same session; no exemplar during the imagery period
Harrison & Tong 2009 [27]fMRIII✗L1Delay-period decoding of a just-seen grating (boundary case by design)

Table A.8 (continued).

Three verdicts of Tables 3 and 4 are justified in this note rather than in rows. The two EEG datasets of [85, 86], examined trial by trial from their data descriptors: [85] is ✗ · L1, since each concept is perceived and then imagined within the trial, the auditory condition asking for imagery in the voice of the speaker presented; [86] is ✗ · L3, since each trial shows a 0.6 s picture and a mask before the imagery period but participants are told to visualise their own representation of the concept rather than the picture shown (§ 2.2). The preprint [41]† is ✓ · L3, since imagery is generated from short text prompts and no image is shown.

not Λwithin\Lambda_{\mathrm{within}}, hence (✓). [30, 39, 31] report permutation tests against chance but do not make their relation to a test-time mismatch through the deployed pipeline checkable, hence (✓). S2. [31] evaluates categories absent from decoder training by construction; [29, 37] evaluate artificial shapes with decoders trained only on natural images; [30] identifies against large sets of previously unseen photographs. The NSD-Imagery entries are (✓), since their test stimuli are held out from training but five of six complex stimuli come from NSD shared1000 and the corpus is cluster-structured (§ 6.3).

S3. Studies that tabulate both a low-level and a semantic metric [29, 28, 17] are scored (✓): S3 also requires the number of alternatives, the distractor-sampling rule and the proportion of same-category distractors (§ 7.4), and these cells are scored from the published descriptions of the distractor protocol rather than a complete re-check against that requirement. (✓) is also given where a single identification metric accompanies a qualitative assessment, and — where the output is a label. S4. [29] collects a five-point vividness rating on every imagery trial and reports its distribution but does not relate it to decoding score, and [31] likewise collects a vividness judgement, so both are (✓). [28] collects a binary vividness response per trial, but because no analysis against it is reported we score ✗. S5, S6. Neither is reported in the main paper or supplement of any of the ten; both require only the generator, the stimulus corpus and predictions already computed, so they could be supplied retrospectively. S7. ✓ where the number of samples per trial and the selection rule are stated and best/median/worst cases are shown [28, 17], or where the reconstruction is deterministic given the data [30]; (✓) where multiple runs are described but the figure-selection rule is not; ✗ where neither is stated. S8. ✗ for [42], where fivefold Gaussian-noise augmentation precedes a 60/20/20 split. Elsewhere ✓: the fMRI studies split by run or session, [5] cross-validates at the trial level and [1] on pseudo-trials averaged from disjoint sets of trials, both within a randomised design. S9. ✓ wherever the trial timeline is reported in enough detail to derive the verdict in Table A.8; ✗ for [42], which reports the timeline but does not address what the in-trial cue video implies for maintenance. S10. ✓ where eye state is specified and monitored [39, 31]; (✓) for [1], where eye state is specified but the alpha-band implication is not analysed; ✗ for [42], which reports eyes open during imagery without a corresponding statement for the cue period or an artefact analysis; — for fMRI studies.

Electrophysiological Imagery Results

Table D.9 gathers the electrophysiological imagery studies of § 5.2 and 6.4, with the class count, chance level and validation unit that § 7.2 requires before an accuracy can be interpreted. Qualitative entries restate findings given in the main text, and admissibility follows Table A.8. Cells are taken from the original reports and data descriptors; where an item could not be located there, the cell says so.

Table D.9: Electrophysiological imagery decoding at a glance. “Validation unit” is the level at which data were split or permuted (standard S8), and “Adm.” the admissibility verdict of § 2.2. No row reports image-level reconstruction scored against an image-level target.

StudyMod.Imagined content (classes kk)ChanceReported resultValidation unitEye stateAdm.
EEG content decoding
Xie et al. 2020 [1]EEG, 64 chTwelve everyday objects, cued by spoken words after a training phase (12, pairwise)50%Above chance in the alpha band; cross-classifies with late-stages of perceptionPseudo-trials averaged from disjoint trials, leave-one-pseudo-trial-out; sign-permutation cluster testFixation cross in both tasks; alpha implication not analysed✓ · L2
Stecher & Kaiser 2024 [2]EEG, 64 chSixteen scenes from three-sentence descriptions (16, mean pairwise)50%Individual scenes and graded scene properties decoded from alpha powerLeave-one-trial-per-scene-out; TFCE with 10,000 sign permutationsOpen, fixating a central dot✓ · L3
Shatek et al. 2019 [5]EEG, 64 chOne of four in-trial images (two categories, two exemplars each), retro-cued by serial position (2)50%No above-chance decoding during imagery at any time point; perception decoded robustlyLeave-two-trials-out, one per category; per-participant label permutation (1,000)Open; fixation cross, imagery projected into an on-screen frame✗ · L1
Kwon et al. 2025 [42]EEG, 64 chUpper-limb actions after an in-trial cue video (4)25%72.3% mean accuracy; leave-one-subject-out also reportedAugmented trial (augmentation before a 60/20/20 split)Eyes open in imagery; cue period not stated✗ · L1
Shimizu & Srinivasan 2022 [45]EEGImages shown for 500 ms before imagery (40)2.5%GAN images from imagery-period EEG classified slightly above chance by a ResNet500 ms segment within an episodeOpen (instructed)✗ · L1

Table D.9. Electrophysiological imagery decoding at a glance.

StudyMod.Imagined content (classes kk)ChanceReported resultValidation unitEye stateAdm.
EEG datasets and BCI control
Gao et al. 2026 [32]EEG, 32 chTen pictures in three categories, each shown for 4 s in-trial; classified within category (3, 3, 4)33%, 33%, 25%Dataset, 22 participants in two sessions; VVIQ administered; EEGNet 62.0% (objects) to about 75% (animals, figures), CSP + KNN 20–26 points lowerRandom within-subject 80/20 split of trials, per sessionNot stated in the sources examined✗ · L1
Wilson et al. 2023 [85]EEG, 124 chThree concepts (penguin, guitar, flower) in pictorial, orthographic and auditory form, each imagined after being perceived in the trial (3)50% (task)Dataset, 12 participants; technical validation decodes imagination versus perception (75% for the visual modalities), not contentStratified 5-fold cross-validation over trials, 50 repetitionsNot specified; room darkened✗ · L1
Rybar et al. 2025 [86]EEG, 64 ch; fNIRSAnimals versus tools (18 concepts each), visualised after a 0.6 s in-trial picture and mask, alongside silent naming, auditory and tactile imagery (2)50%Dataset, 12 participants (EEG and fNIRS) plus 7 (EEG, auditory imagery only); technical validation reports evoked responses, not decodingNone reported in the descriptorOpen; eye movements to be minimised✗ · L3
Kosmyna et al. 2018 [92]EEGFlower versus hammer, each imagined after observing the same image in the trial (2)50%The two imagined images not separated above chance (about 52%); imagery versus observation 71%, imagery versus rest 77%10-fold chronological cross-validation, 5-trial marginNot stated in the sources examined✗ · L1
Lee et al. 2020 [93]EEGTwelve words or phrases plus rest, imagined as visual scenes after an in-trial visual cue (13)7.7%40.1 ± 4.2% for visual imagery, with every participant above the confidence levelNot stated in the sources examinedNot stated in the sources examined✗ · L1

Table D.9 (continued).

StudyMod.Imagined content (classes kk)ChanceReported resultValidation unitEye stateAdm.
Kilmarx et al. 2024 [94]EEGFour image categories; short-term imagery after the image, long-term imagery after an auditory cue (4)25%Observation 42.1%, short-term imagery 30.1%, long-term imagery 26.7%, against a significance threshold of 29.6%Leave-one-block-out (5-fold)Not stated in the sources examined✗ · L1 ✓ · L2
Dijkstra et al. 2018 [43]MEG, 275 chFace versus house (eight exemplars each), retro-cued after both were shown in the trial (2)50%Category decodable from 540 ms after the cue; imagery representations later, more sustained and less temporally specific than perceptual ones5-fold cross-validation over trials; cluster-based permutation (1,000)Fixation bull’s-eye; eye tracking, eye position not predictive of category during imagery✗ · L1
Kreiman et al. 2000 [3]iEEG, single unitsPictures viewed earlier in the session—Picture-selective medial-temporal neurons reinstated during imagery—Closed during imagery✓ · L2
Cerf et al. 2010 [4]iEEG, single unitsFading a two-image hybrid toward one of four pre-identified images—Volitional, closed-loop control of pre-identified neurons; target reached on 596 of 864 trials (69.0%)OnlineOpen, viewing the hybrid image (stimulus onscreen)—

Table D.9 (continued, PDF p. 55).

— = not applicable; for [4] no nominal chance level applies, since a trial ends when the target is reached or on time-out. Entries without a number restate findings reported in the main text, and no value has been estimated. “Not stated in the sources examined” means the item was not found in the report or data descriptor consulted. The flower–hammer imagery figure for [92] is as summarised in [94]; for [94] the short-term condition shows the image inside the trial and the long-term condition recalls it from memory on an auditory cue.

Inflation of Pairwise Identification under Categorical Structure

This section derives Eq. (21) together with its finite-sample form, which quantify how far a pairwise identification score can exceed chance when the decoder recovers category but no within-category detail [10].

Let yy be a test sample, y^\hat{y} the prediction for it, and y−y^{-} a candidate drawn from the remaining test samples. Define the indicator

S(y^,y,y−)={1,sim⁡(y^,y)≥sim⁡(y^,y−),0,otherwise,(24)S(\hat{y}, y, y^{-}) = \begin{cases} 1, & \operatorname{sim}(\hat{y},y) \ge\operatorname{sim}(\hat{y},y^{-}),\\ 0, & \text{otherwise}, \end{cases} \tag*{(24)}

for an arbitrary similarity sim⁡(⋅,⋅)\operatorname{sim}(\cdot,\cdot). The pairwise identification accuracy over nn test samples is

Acc⁡=1n(n−1)∑i=1n∑j≠iS(y^(i),y(i),y(j)).(25)\operatorname{Acc} = \frac{1}{n(n-1)} \sum_{i=1}^{n} \sum_{j \ne i} S\left(\hat{y}^{(i)}, y^{(i)}, y^{(j)}\right). \tag*{(25)}

Now model a decoder that recovers semantic category but not appearance. Partition the triplets into the set ZZ in which test and candidate belong to the same category and its complement Zˉ\bar{Z}, and assume

EZ[S]=0.5,EZˉ[S]=q,q∈[0.5,1].(26)\mathbb{E}_{Z}[S] = 0.5,\qquad\mathbb{E}_{\bar{Z}}[S] = q,\qquad q \in[0.5,1]. \tag*{(26)}

The first equation says that two samples of the same category are indistinguishable to this decoder, the second that samples of different categories are discriminated with probability qq.

Suppose the test set comprises kk equally sized categories of n/kn/k samples. For a uniformly drawn candidate y−≠yy^{-} \ne y, the probability that it falls in the same category as yy is πn,k=(n/k−1)/(n−1)\pi_{n,k} = (n/k - 1)/(n - 1), so taking expectations in Eq. (E.2) and substituting Eq. (E.3) gives the exact finite-sample accuracy

Acc⁡n,k=0.5πn,k+q(1−πn,k).\operatorname{Acc}_{n,k} = 0.5\pi_{n,k} + q(1-\pi_{n,k}).

As nn grows, πn,k→1/k\pi_{n,k} \to1/k and

Acc⁡=1k⋅0.5+(1−1k)q,(27)\operatorname{Acc} = \frac{1}{k}\cdot0.5 + \left(1-\frac{1}{k}\right)q, \tag*{(27)}

which is Eq. (21) (Fig. E.6).

Three readings follow. Setting q=1q = 1, that is perfect between-category discrimination with zero within-category information, gives Acc=1−1/(2k)\mathrm{Acc} = 1 - 1/(2k) in the limit: 75% for two categories, 90% for five and 95% for ten. A reported pairwise accuracy therefore carries little information about within-category fidelity unless kk is small and known. Conversely, an observed accuracy on a test set of nn samples in kk categories is consistent with q=(Acc−0.5πn,k)/(1−πn,k)q = (\mathrm{Acc} - 0.5\pi_{n,k})/(1 - \pi_{n,k}) and no within-category information at all. Finally, the small-sample correction is not negligible at the sizes imagery benchmarks use. For NSD-Imagery’s eighteen stimuli in three sets of six (n=18n = 18, k=3k = 3), π=5/17≈0.29\pi= 5/17 \approx0.29, so q=1q = 1 yields Acc≈85.3%\mathrm{Acc} \approx85.3\% rather than the asymptotic 83.3%; for the twelve simple and complex stimuli scored in Panel B of Table 5 (n=12n = 12, k=2k = 2), π=5/11≈0.45\pi= 5/11 \approx0.45 and Acc≈77.3%\mathrm{Acc} \approx77.3\% rather than 75%. These figures apply when distractors are drawn across sets, which should be checked against the distractor rule of each benchmark [28, 17]; when distractors are restricted to a set, the relevant kk is the number of semantic categories within it, which neither benchmark defines. The NSD corpus from which the complex stimuli are drawn also resolves into roughly forty semantic clusters [10]. This is why the distractor rule must be reported with S3 (§ 7.4), and why hard within-category distractors are preferable wherever the stimulus set permits them.

Pairwise identification reached by a decoder with no within-category information, showing curves for q = 1, q = 0.9, q = 0.75, and finite-sample values

Figure E.6. Pairwise identification reached by a decoder with no within-category information, Eq. (21), as a function of the number kk of equally sized categories, for three values of the between-category discrimination qq. Diamonds mark the finite-sample values derived in Appendix § 15 for the NSD-Imagery designs (n=18n = 18, k=3k = 3 and n=12n = 12, k=2k = 2) at q=1q = 1.

Notes Supporting the Main Text

Structural and Empirical Empty Cells of the Admissibility Criterion

The two dimensions of the admissibility criterion (§ 2.2) are not fully independent. Because L1 is defined by presentation inside the trial, the cell ✓ · L1 is empty by definition, not for want of studies. The cells ✗ · L2 and ✗ · L3 are possible in principle, by re-presenting a pre-learned exemplar inside the trial or by showing an exemplar and asking the participant to imagine their own, as the visual-imagery task of the EEG–fNIRS dataset of [86] does; they are merely unoccupied in the corpus. Where an exemplar is shown inside the trial, the memory source is therefore L1 unless the instruction directs imagery away from the exemplar shown, and the verdicts of Table 3 and Table 4 and of Figure 3 follow this rule.

Implementation of the Null-Signal Control

The normalised neural dependence Λ~\widetilde{\Lambda} of Eq. (17) is defined when its denominator is positive. It is not confined to [0,1][0,1]: it exceeds 1 when the null scores below chance, which flags a bias in the operator itself of the kind displayed by the below-chance CLIP scores of Table 5, Panel B, and it is negative when real input scores below the null; it is therefore reported unclipped. Test-time mismatch may also use phase-scrambled activity in place of another trial’s activity.

Label outputs. For label outputs (G=id⁡G = \operatorname{id}) a mismatched trial is scored against the label of the trial it replaces, so its expected score is Echance\mathcal{E}_{\mathrm{chance}} by construction; Λ\Lambda then equals the above-chance margin, Λ~=1\widetilde{\Lambda} = 1, and the control reduces to a valid permutation test of held-out accuracy.

Permutation unit and cost. Permutations are drawn at the level of the imagery episode (S8), and the cost of the null re-runs is bounded by re-running only the stages downstream of the substituted input with cached seeds.

Cue leakage. One leak survives every mismatch null: where a stimulus-specific cue remains on screen during imagery, as the single-letter cues of NSD-Imagery do, an imagery-trained decoder can obtain Λwithin>0\Lambda_{\mathrm{within}} > 0 from the response to the cue. Such decoders should add a control decoded from a cue-only window or under a reassigned cue–stimulus mapping.

The Two Design Axes

Fig. F.7 places the families by their direction of inference and kind of generator (§ 4.1). The caption of Figure 1, which describes Family I as inverting gϕg_{\phi}, applies strictly to Ia, and Table 3 keeps the historical label “encoding-model inversion through a feature space” for Ib; both are to be read under these axes.

Diagram placing families Ia, Ib, II and III by direction of inference and kind of generator, with Family IV shown as orthogonal to both axes

Figure F.7. The two design axes of § 4.1. Families Ia, Ib, II and III are placed by their direction of inference (columns) and the kind of generator (rows); hatched cells are occupied by no family. Family IV, a transform on the input, is orthogonal to both axes and pre-composes with any cell under the conditions of § 5.4. Modality chips list the modalities supplying anchors in Table 3.

The Causal Chain of Spurious Reconstruction

Fig. F.8 summarises the chain described in § 7.3: a clustered corpus induces output dimension collapse, collapsed latents are rendered as fluent class-typical images, categorical test structure and fluency-rewarding raters inflate their scores, and the score is read as fidelity. The same chain applies at deployment, where a hallucinated reconstruction could mislead a closed-loop user (§ 8.4) or be misread as evidence (§ 9.4).

Causal chain of spurious reconstruction

Figure F.8. The causal chain of spurious reconstruction (§ 7.3). Each link carries the equation that formalises it and, below, the standard of Table 6 that closes it; S1 tests the inference itself.

A Within-Subject Test of the Nature of the Cross-State Shift

Fig. F.9 outlines the analysis proposed in § 8.2. Reporting transfer error in both directions and the alignment of the weight maps, in addition to cross-validated prediction of the proxy latent, would make the comparison between the gain-only and refitted models interpretable region by region.

Within-subject analysis comparing gain-only and free-refit models

Figure F.9. The within-subject analysis of § 8.2 that would decide between a shared code with state-specific gain (H0H_0) and an altered code (H1H_1), using the matched perception and imagery trials that NSD-Imagery and Deeprecon already contain.

The Imagery Corpus by Year and Modality

Fig. F.10 arranges the corpus of Table A.8 and the closed-loop study of Table D.9 by year and modality. Every image-scored reconstruction lies in the fMRI column (§ 6.4).

The imagery corpus of Table A.8 by year and modality, showing fMRI, EEG, MEG, and iEEG studies from 2000 to 2026, with method-family colours and markers for dataset-only and image-scored reconstruction

Figure F.10. The imagery corpus of Table A.8, with the closed-loop study of Table D.9, by year and modality. Colour gives the method family of Table 3 and a ring an image-scored reconstruction (§ 6.3); every ring lies in the fMRI column (§ 6.4).

References

  1. [1]S. Xie, D. Kaiser, R. M. Cichy, Visual imagery and perception share neural representations in the alpha frequency band, Current Biology 30 (13) (2020) 2621–2627.e5. doi:10.1016/j.cub.2020.04.074.DOI
  2. [2]R. Stecher, D. Kaiser, Representations of imaginary scenes and their properties in cortical alpha activity, Scientific Reports 14 (2024) 12796. doi:10.1038/s41598-024-63320-4.DOI
  3. [3]G. Kreiman, C. Koch, I. Fried, Imagery neurons in the human brain, Nature 408 (6810) (2000) 357–361.
  4. [4]M. Cerf, N. Thiruvengadam, F. Mormann, A. Kraskov, R. Quian Quiroga, C. Koch, I. Fried, On-line, voluntary control of human temporal lobe neurons, Nature 467 (7319) (2010) 1104–1108.DOI
  5. [5]S. M. Shatek, T. Grootswagers, A. K. Robinson, T. A. Carlson, Decoding images in the mind’s eye: The temporal dynamics of visual imagery, Vision 3 (4) (2019) 53. doi:10.3390/vision3040053.DOI
  6. [6]Y. Kamitani, M. Tanaka, K. Shirakawa, Visual image reconstruction from brain activity via latent representation, Annual Review of Vision Science 11 (1) (2025) 611–634.
  7. [7]W. Guo, G. Xu, Z. Liu, Y. Pan, H. Guo, Y. Hu, A survey of fMRI to image reconstruction, arXiv preprint arXiv:2502.16861 (2025). doi:10.48550/arXiv.2502.16861.DOI
  8. [8]E. J. Allen, G. St-Yves, Y. Wu, J. L. Breedlove, J. S. Prince, L. T. Dowdle, M. Nau, B. Caron, F. Pestilli, I. Charest, et al., A massive 7t fmri dataset to bridge cognitive neuroscience and artificial intelligence, Nature neuroscience 25 (1) (2022) 116–126.DOI
  9. [9]A. T. Gifford, K. Dwivedi, G. Roig, R. M. Cichy, A large and rich eeg dataset for modeling human visual object recognition, NeuroImage 264 (2022) 119754.
  10. [10]K. Shirakawa, Y. Nagano, M. Tanaka, S. C. Aoki, Y. Muraki, K. Majima, Y. Kamitani, Spurious reconstruction from brain activity, Neural Networks 190 (2025) 107515. doi:10.1016/j.neunet.2025.107515.DOI
  11. [11]S. M. Kosslyn, G. Ganis, W. L. Thompson, Neural foundations of imagery, Nature reviews neuroscience 2 (9) (2001) 635–642.DOI
  12. [12]J. Pearson, T. Naselaris, E. A. Holmes, S. M. Kosslyn, Mental imagery: functional mechanisms and clinical applications, Trends in cognitive sciences 19 (10) (2015) 590–602.DOI
  13. [13]J. Pearson, The human imagination: the cognitive neuroscience of visual mental imagery, Nature reviews neuroscience 20 (10) (2019) 624–634.DOI
  14. [14]N. Dijkstra, S. E. Bosch, M. A. Van Gerven, Shared neural mechanisms of visual perception and imagery, Trends in cognitive sciences 23 (5) (2019) 423–434.DOI
  15. [15]A. D. Vigotsky, G. D. Iannetti, A. V. Apkarian, Mental state decoders: game-changers or wishful thinking?, Trends in Cognitive Sciences 28 (10) (2024) 884–895.
  16. [16]K. Shirakawa, Y. Nagano, M. Tanaka, F. L. Cheng, Y. Kamitani, Advancing credibility and transparency in brain-to-image reconstruction research: Re-analysis of koide-majima, nishimoto, and majima (neural networks, 2024), arXiv preprint arXiv:2511.07960 (2025).arxiv.org/abs/2511.07960
  17. [17]R. Kneeland, C. K. T. Villanueva, T. Chen, J. Ojeda, S. Khanna, J. Xu, P. S. Scotti, T. Naselaris, MIRAGE: Robust multi-modal architectures translate fMRI-to-image models from vision to mental imagery, PLOS Computational Biology 22 (5) (2026) e1014263. doi:10.1371/journal.pcbi.1014263.DOI
  18. [18]K. N. Kay, T. Naselaris, R. J. Prenger, J. L. Gallant, Identifying natural images from human brain activity, Nature 452 (7185) (2008) 352–355.DOI
  19. [19]Y. Miyawaki, H. Uchida, O. Yamashita, M.-a. Sato, Y. Morito, H. C. Tanabe, N. Sadato, Y. Kamitani, Visual image reconstruction from human brain activity using a combination of multiscale local image decoders, Neuron 60 (5) (2008) 915–929.DOI
  20. [20]P. Scotti, A. Banerjee, J. Goode, S. Shabalin, A. Nguyen, A. Dempster, N. Verlinde, E. Yundler, D. Weisberg, K. Norman, et al., Reconstructing the mind’s eye: fmri-to-image with contrastive learning and diffusion priors, Advances in Neural Information Processing Systems 36 (2023) 24705–24728.arxiv.org/abs/2305.18274
  21. [21]P. S. Scotti, M. Tripathy, C. K. V. Torrico, R. Kneeland, T. Chen, A. Narang, C. Santhirasegaram, J. Xu, T. Naselaris, K. A. Norman, T. M. Abraham, MindEye2: Shared-subject models enable fMRI-to-image with 1 hour of data, in: Proceedings of the 41st International Conference on Machine Learning, Vol. 235 of Proceedings of Machine Learning Research, PMLR, 2024, pp. 44038–44059.arxiv.org/abs/2403.11207
  22. [22]Y. Takagi, S. Nishimoto, High-resolution image reconstruction with latent diffusion models from human brain activity, in: 2023 IEEE/CVF Conference on Computer Vision and Pattern Recognition (CVPR), IEEE, 2023, pp. 14453–14463.
  23. [23]F. Ozcelik, R. VanRullen, Natural scene reconstruction from fmri signals using generative latent diffusion, Scientific Reports 13 (1) (2023) 15666.
  24. [24]Z. Chen, J. Qing, T. Xiang, W. L. Yue, J. H. Zhou, Seeing beyond the brain: Conditional diffusion model with sparse masked modeling for vision decoding, in: 2023 IEEE/CVF Conference on Computer Vision and Pattern Recognition (CVPR), IEEE, 2023, pp. 22710–22720.
  25. [25]S. Zhang, M. Liu, Y. Zhou, H. Wang, MeshDiff2: Mesh-guided diffusion for fMRI-to-image reconstruction, SSRN preprint 6557878 (2026).DOI
  26. [26]A. M. Albers, P. Kok, I. Toni, H. C. Dijkerman, F. P. De Lange, Shared representations for working memory and mental imagery in early visual cortex, Current Biology 23 (15) (2013) 1427–1431.DOI
  27. [27]S. A. Harrison, F. Tong, Decoding reveals the contents of visual working memory in early visual areas, Nature 458 (7238) (2009) 632–635.DOI
  28. [28]R. Kneeland, P. S. Scotti, G. St-Yves, J. Breedlove, K. Kay, T. Naselaris, NSD-Imagery: A benchmark dataset for extending fMRI vision decoding methods to mental imagery, in: 2025 IEEE/CVF Conference on Computer Vision and Pattern Recognition (CVPR), IEEE, 2025, pp. 28852–28862.
  29. [29]G. Shen, T. Horikawa, K. Majima, Y. Kamitani, Deep image reconstruction from human brain activity, PLOS Computational Biology 15 (1) (2019) e1006633. doi:10.1371/journal.pcbi.1006633.DOI
  30. [30]T. Naselaris, C. A. Olman, D. E. Stansbury, K. Ugurbil, J. L. Gallant, A voxel-wise encoding model for early visual areas decodes mental images of remembered scenes, NeuroImage 105 (2015) 215–228. doi:10.1016/j.neuroimage.2014.10.018.DOI
  31. [31]T. Horikawa, Y. Kamitani, Generic decoding of seen and imagined objects using hierarchical visual features, Nature communications 8 (1) (2017) 15037.
  32. [32]J. Gao, Y. Liu, Z. Li, K. Huang, F. Wang, J. Xu, L. Zhao, T. Li, Y. Fu, An EEG dataset for visual imagery-based brain–computer interface, Scientific Data 13 (2026) 194. doi:10.1038/s41597-025-06512-5.DOI
  33. [33]T. Naselaris, K. N. Kay, S. Nishimoto, J. L. Gallant, Encoding and decoding in fmri, NeuroImage 56 (2) (2011) 400–410.
  34. [34]T. Naselaris, R. J. Prenger, K. N. Kay, M. Oliver, J. L. Gallant, Bayesian reconstruction of natural images from human brain activity, Neuron 63 (6) (2009) 902–915.DOI
  35. [35]B. Thirion, E. Duchesnay, E. Hubbard, J. Dubois, J.-B. Poline, D. Lebihan, S. Dehaene, Inverse retinotopy: inferring the visual content of images from brain activation patterns, NeuroImage 33 (4) (2006) 1104–1116.
  36. [36]M. Senden, T. C. Emmerling, R. Van Hoof, M. A. Frost, R. Goebel, Reconstructing imagined letters from early visual cortex reveals tight topographic correspondence between visual mental imagery and perception, Brain Structure and Function 224 (3) (2019) 1167–1183.
  37. [37]N. Koide-Majima, S. Nishimoto, K. Majima, Mental image reconstruction from human brain activity: Neural decoding of mental imagery via deep neural network-based Bayesian estimation, Neural Networks 170 (2024) 349–363. doi:10.1016/j.neunet.2023.11.024.
  38. [38]H. Lee, B. A. Kuhl, Reconstructing perceived and retrieved faces from activity patterns in lateral parietal cortex, The Journal of Neuroscience 36 (22) (2016) 6069–6082.DOI
  39. [39]L. Reddy, N. Tsuchiya, T. Serre, Reading the mind’s eye: decoding category information during mental imagery, NeuroImage 50 (2) (2010) 818–825.
  40. [40]M. Stokes, R. Thompson, R. Cusack, J. Duncan, Top-down activation of shape-specific population codes in visual cortex during mental imagery, The Journal of Neuroscience 29 (5) (2009) 1565–1572. doi:10.1523/JNEUROSCI.4657-08.2009.DOI
  41. [41]R. Stecher, D. Kaiser, A neuro-computational approximation of the qualities of mental images, bioRxiv (2026) 2026–08.DOI
  42. [42]B.-H. Kwon, M. Lee, S.-W. Lee, Functional connectivity guided deep neural network for decoding high-level visual imagery, Expert Systems with Applications 294 (2025) 128734. doi:10.1016/j.eswa.2025.128734.DOI
  43. [43]N. Dijkstra, P. Mostert, F. P. d. Lange, S. Bosch, M. A. van Gerven, Differential temporal dynamics during visual imagery and perception, Elife 7 (2018) e33904.
  44. [44]F. Spera, T. Boccato, M. Olak, S. Cammarota, M. Ciferri, M. Tronti, N. Toschi, M. Ferrante, Seeing the imagined: a latent functional alignment in visual imagery decoding from fmri data, arXiv preprint arXiv:2604.15374 (2026).arxiv.org/abs/2604.15374
  45. [45]H. Shimizu, R. Srinivasan, Improving classification and reconstruction of imagined images from EEG signals, PLOS ONE 17 (9) (2022) e0274847. doi:10.1371/journal.pone.0274847.DOI
  46. [46]J. V. Haxby, J. S. Guntupalli, A. C. Connolly, Y. O. Halchenko, B. R. Conroy, M. I. Gobbini, M. Hanke, P. J. Ramadge, A common, high-dimensional model of the representational space in human ventral temporal cortex, Neuron 72 (2) (2011) 404–416.DOI
  47. [47]J. V. Haxby, J. S. Guntupalli, S. A. Nastase, M. Feilong, Hyperalignment: Modeling shared information encoded in idiosyncratic cortical topographies, elife 9 (2020) e56601.DOI
  48. [48]Y. Dai, Z. Yao, C. Song, Q. Zheng, W. Mai, K. Peng, S. Lu, W. Ouyang, J. Yang, J. Wu, MindAligner: Explicit brain functional alignment for cross-subject visual decoding from limited fMRI data, in: Proceedings of the 42nd International Conference on Machine Learning, Vol. 267 of Proceedings of Machine Learning Research, PMLR, 2025, pp. 12214–12228.arxiv.org/abs/2502.05034
  49. [49]S. Zhang, M. Liu, Y. Zhou, H. Wang, NeuroSwift: A lightweight cross-subject framework for fMRI visual reconstruction, in: Proceedings of the ACM Multimedia Asia Conference (MMAsia ’25), Association for Computing Machinery, 2025. doi:10.1145/3743093.3771019.DOI
  50. [50]H. Wang, J. K. Ho, F. L. Cheng, S. C. Aoki, Y. Muraki, M. Tanaka, J.-Y. Park, Y. Kamitani, Inter-individual and inter-site neural code conversion without shared stimuli, Nature Computational Science 5 (7) (2025) 534–546.
  51. [51]J. Guo, L. Wang, S. Li, J. Zhang, Y. Zhou, L. Cao, H. Zheng, Y. Shi, Stable-mind: Source-free cross-subject fmri decoding with regularized adaptation, arXiv preprint arXiv:2605.02586 (2026).arxiv.org/abs/2605.02586
  52. [52]W.-B. Jiang, L. Zhao, B.-L. Lu, Large brain model for learning generic representations with tremendous eeg data in bci, in: International Conference on Learning Representations, Vol. 2024, 2024, pp. 16405–16426.arxiv.org/abs/2405.18765
  53. [53]Y. Yang, Y. Mao, X. Liu, X. Liu, Brainmae: a region-aware self-supervised learning framework for brain signals, arXiv preprint arXiv:2406.17086 (2024).arxiv.org/abs/2406.17086
  54. [54]C. Lane, G. Kiar, Scaling laws for cortical representation learning: CortexMAE and masked autoencoding of fMRI flat maps, arXiv preprint arXiv:2510.13768; listed for Advances in Neural Information Processing Systems 38 (NeurIPS 2025) (2025). doi:10.48550/arXiv.2510.13768.
  55. [55]D. F. Marks, Visual imagery differences in the recall of pictures, British journal of Psychology 64 (1) (1973) 17–24.
  56. [56]G. Ganis, W. L. Thompson, S. M. Kosslyn, Brain areas underlying visual mental imagery and visual perception: an fmri study, Cognitive brain research 20 (2) (2004) 226–241.
  57. [57]R. M. Cichy, J. Heinzle, J.-D. Haynes, Imagery and perception share cortical representations of content and location, Cerebral cortex 22 (2) (2012) 372–380.DOI
  58. [58]J. L. Breedlove, G. St-Yves, C. A. Olman, T. Naselaris, Generative feedback explains distinct brain activity codes for seen and mental images, Current Biology 30 (12) (2020) 2211–2224.DOI
  59. [59]N. Dijkstra, S. E. Bosch, M. A. van Gerven, Vividness of visual imagery depends on the neural overlap with perception in visual areas, The Journal of Neuroscience 37 (5) (2017) 1367–1373.DOI
  60. [60]A. Zeman, M. Dewar, S. Della Sala, Lives without imagery: Congenital aphantasia, Cortex 73 (2015) 378–380.DOI
  61. [61]R. Keogh, J. Pearson, The blind mind: No sensory visual imagery in aphantasia, Cortex 105 (2018) 53–60.
  62. [62]S. Chang, X. Zhang, Y. Cao, J. Pearson, M. Meng, Imageless imagery in aphantasia revealed by early visual cortex decoding, Current Biology 35 (3) (2025) 591–599.e4. doi:10.1016/j.cub.2024.12.012.DOI
  63. [63]P. Vetter, F. W. Smith, L. Muckli, Decoding sound and imagery content in early visual cortex, Current Biology 24 (11) (2014) 1256–1262.DOI
  64. [64]B. M. Montabes de la Cruz, C. Abbatecola, R. S. Luciani, A. T. Paton, J. Bergmann, P. Vetter, L. S. Petro, L. F. Muckli, Decoding sound content in the early visual cortex of aphantasic participants, Current Biology 34 (21) (2024) 5083–5089.e3. doi:10.1016/j.cub.2024.09.008.DOI
  65. [65]G. Cabbai, C. Racey, J. Simmer, C. Dance, J. Ward, S. Forster, Sensory representations in primary visual cortex are not sufficient for subjective imagery, Current Biology 34 (21) (2024) 5073–5082.e5. doi:10.1016/j.cub.2024.09.062.DOI
  66. [66]J. Liu, M. Zhan, D. Hajhajate, A. Spagna, S. Dehaene, L. Cohen, P. Bartolomeo, Visual mental imagery in typical imagers and in aphan- tasia: A millimeter-scale 7-t fMRI study, Cortex 185 (2025) 113–132. doi:10.1016/j.cortex.2025.01.013.
  67. [67]N. Dijkstra, P. Kok, S. M. Fleming, Perceptual reality monitoring: Neural mechanisms dissociating imagination from reality, Neuroscience and Biobehavioral Reviews 135 (2022) 104557. doi:10.1016/j.neubiorev.2022.104557.DOI
  68. [68]N. Dijkstra, S. M. Fleming, Subjective signal strength distinguishes reality from imagination, Nature Communications 14 (2023) 1627. doi:10.1038/s41467-023-37322-1.DOI
  69. [69]A. Radford, J. W. Kim, C. Hallacy, A. Ramesh, G. Goh, S. Agarwal, G. Sastry, A. Askell, P. Mishkin, J. Clark, et al., Learning transferable visual models from natural language supervision, in: International conference on machine learning, PmLR, 2021, pp. 8748–8763.arxiv.org/abs/2103.00020
  70. [70]N. Kriegeskorte, M. Mur, P. A. Bandettini, Representational similarity analysis—connecting the branches of systems neuroscience, Frontiers in systems neuroscience 2 (2008) 249.DOI
  71. [71]J. Ho, A. Jain, P. Abbeel, Denoising diffusion probabilistic models, Advances in neural information processing systems 33 (2020) 6840–6851.
  72. [72]R. Rombach, A. Blattmann, D. Lorenz, P. Esser, B. Ommer, High-resolution image synthesis with latent diffusion models, in: 2022 IEEE/CVF conference on computer vision and pattern recognition (CVPR), ieee, 2022, pp. 10674–10685.
  73. [73]K. Simonyan, A. Zisserman, Very deep convolutional networks for large-scale image recognition, in: International Conference on Learning Representations, 2015.
  74. [74]I. J. Goodfellow, J. Pouget-Abadie, M. Mirza, B. Xu, D. Warde-Farley, S. Ozair, A. Courville, Y. Bengio, Generative adversarial nets, Advances in neural information processing systems 27 (2014).
  75. [75]D. P. Kingma, M. Welling, Auto-encoding variational Bayes, in: International Conference on Learning Representations, 2014.arxiv.org/abs/1312.6114
  76. [76]S.-H. Lee, D. J. Kravitz, C. I. Baker, Disentangling visual imagery and perception of real-world objects, Neuroimage 59 (4) (2012) 4064–4073.DOI
  77. [77]T. Horikawa, M. Tamaki, Y. Miyawaki, Y. Kamitani, Neural decoding of visual imagery during sleep, Science 340 (6132) (2013) 639–642.DOI
  78. [78]T. Horikawa, Y. Kamitani, Hierarchical neural representation of dreamed objects revealed by brain decoding with deep neural network features, Frontiers in Computational Neuroscience 11 (2017) 4. doi:10.3389/fncom.2017.00004.DOI
  79. [79]A. Ramesh, P. Dhariwal, A. Nichol, C. Chu, M. Chen, Hierarchical text-conditional image generation with clip latents, arXiv preprint arXiv:2204.06125 1 (2) (2022) 3.arxiv.org/abs/2204.06125
  80. [80]X. Xu, Z. Wang, G. Zhang, K. Wang, H. Shi, Versatile diffusion: Text, images and variations all in one diffusion model, in: Proceedings of the IEEE/CVF international conference on computer vision, 2023, pp. 7754–7765.
  81. [81]P. Pernias, D. Rampas, M. L. Richter, C. Pal, M. Aubreville, Würstchen: An efficient architecture for large-scale text-to-image diffusion models, in: International Conference on Learning Representations, Vol. 2024, 2024, pp. 25097–25109.
  82. [82]X. Kong, K. Huang, P. Li, L. Zhang, Toward generalizing visual brain decoding to unseen subjects, in: International Conference on Learning Representations, Vol. 2025, 2025, pp. 25484–25497.
  83. [83]R. Li, J. S. Johansen, H. Ahmed, T. V. Ilyevsky, R. B. Wilbur, H. M. Bharadwaj, J. M. Siskind, The perils and pitfalls of block design for EEG classification experiments, IEEE Transactions on Pattern Analysis and Machine Intelligence 43 (1) (2021) 316–333. doi:10.1109/TPAMI.2020.2973153.DOI
  84. [84]C. Spampinato, S. Palazzo, I. Kavasidis, D. Giordano, N. Souly, M. Shah, Deep learning human mind for automated visual classification, in: 2017 IEEE Conference on Computer Vision and Pattern Recognition (CVPR), IEEE, 2017, pp. 4503–4511.
  85. [85]H. Wilson, M. Golbabaee, M. J. Proulx, S. Charles, E. O’Neill, EEG-based BCI dataset of semantic concepts for imagination and perception tasks, Scientific Data 10 (2023).DOI
  86. [86]M. Rybar, R. Poli, I. Daly, Simultaneous EEG and fNIRS recordings for semantic decoding of imagined animals and tools, Scientific Data 12 (2025).DOI
  87. [87]N. Chang, J. A. Pyles, A. Marcus, A. Gupta, M. J. Tarr, E. M. Aminoff, Bold5000, a public fmri dataset while viewing 5000 visual images, Scientific data 6 (1) (2019) 49.DOI
  88. [88]M. N. Hebart, O. Contier, L. Teichmann, A. H. Rockter, C. Y. Zheng, A. Kidder, A. Corriveau, M. Vaziri-Pashkam, C. I. Baker, Things-data, a multi-modal collection of large-scale datasets for investigating object representations in human brain and behavior, Elife 12 (2023) e82580.
  89. [89]T. Grootswagers, I. Zhou, A. K. Robinson, M. N. Hebart, T. A. Carlson, Human EEG recordings for 1,854 concepts presented in rapid serial visual presentation streams, Scientific Data 9 (2022) 3. doi:10.1038/s41597-021-01102-7.DOI
  90. [90]Y. Benchetrit, H. Banville, J.-R. King, Brain decoding: toward real-time reconstruction of visual perception, in: International Conference on Learning Representations, 2024.
  91. [91]D. Li, C. Wei, S. Li, J. Zou, H. Qin, Q. Liu, Visual decoding and reconstruction via EEG embeddings with guided diffusion, in: Advances in Neural Information Processing Systems, Vol. 37, 2024.
  92. [92]N. Kosmyna, J. T. Lindgren, A. Lécuyer, Attending to visual stimuli versus performing visual imagery as a control strategy for EEG-based brain-computer interfaces, Scientific Reports 8 (2018) 13222.DOI
  93. [93]S.-H. Lee, M. Lee, S.-W. Lee, Neural decoding of imagined speech and visual imagery as intuitive paradigms for BCI communication, IEEE Transactions on Neural Systems and Rehabilitation Engineering 28 (2020) 2647–2659.DOI
  94. [94]J. Kilmarx, I. Tashev, J. d. R. Millán, J. Sulzer, J. Lewis-Peacock, Evaluating the feasibility of visual imagery for an EEG-based brain-computer interface, IEEE Transactions on Neural Systems and Rehabilitation Engineering 32 (2024) 2209–2219.DOI
  95. [95]Z. Wang, A. C. Bovik, H. R. Sheikh, E. P. Simoncelli, Image quality assessment: from error visibility to structural similarity, IEEE Transactions on Image Processing 13 (4) (2004) 600–612. doi:10.1109/TIP.2003.819861.DOI
  96. [96]A. Krizhevsky, I. Sutskever, G. E. Hinton, Imagenet classification with deep convolutional neural networks, Advances in neural information processing systems 25 (2012).
  97. [97]K. He, X. Zhang, S. Ren, J. Sun, Deep residual learning for image recognition, in: Proceedings of the IEEE conference on computer vision and pattern recognition, 2016, pp. 770–778.
  98. [98]M. Caron, H. Touvron, I. Misra, H. Jégou, J. Mairal, P. Bojanowski, A. Joulin, Emerging properties in self-supervised vision transformers, in: 2021 IEEE/CVF international conference on computer vision (ICCV), IEEE, 2021, pp. 9630–9640.
  99. [99]Y. Fang, Q. Sun, X. Wang, T. Huang, X. Wang, Y. Cao, Eva-02: A visual representation for neon genesis, Image and Vision Computing 149 (2024) 105171. doi:10.1016/j.imavis.2024.105171.DOI
  100. [100]R. Zhang, P. Isola, A. A. Efros, E. Schechtman, O. Wang, The unreasonable effectiveness of deep features as a perceptual metric, in: 2018 IEEE/CVF conference on computer vision and pattern recognition, IEEE, 2018, pp. 586–595.
  101. [101]M. Heusel, H. Ramsauer, T. Unterthiner, B. Nessler, S. Hochreiter, Gans trained by a two time-scale update rule converge to a local nash equilibrium, Advances in neural information processing systems 30 (2017).arxiv.org/abs/1706.08500
  102. [102]T. Salimans, I. Goodfellow, W. Zaremba, V. Cheung, A. Radford, X. Chen, Improved techniques for training gans, Advances in neural information processing systems 29 (2016).
  103. [103]T. Horikawa, Mind captioning: Evolving descriptive text of mental content from human brain activity, Science Advances 11 (2025) eadw1464. doi:10.1126/sciadv.adw1464.DOI
  104. [104]D. Zhang, Z. Yuan, Y. Yang, J. Chen, J. Wang, Y. Li, Brant: Foundation model for intracranial neural signal, Advances in Neural Information Processing Systems 36 (2023) 26304–26321.DOI
  105. [105]D. L. Schacter, D. R. Addis, The cognitive neuroscience of constructive memory: Remembering the past and imagining the future, Philosophical Transactions of the Royal Society B: Biological Sciences 362 (1481) (2007) 773.
  106. [106]M. Ienca, R. Andorno, Towards new human rights in the age of neuroscience and neurotechnology, Life sciences, society and policy 13 (1) (2017) 5.
  107. [107]J. Tang, A. LeBel, S. Jain, A. G. Huth, Semantic reconstruction of continuous language from non-invasive brain recordings, Nature Neuroscience 26 (5) (2023) 858–866. doi:10.1038/s41593-023-01304-9.DOI
  108. [108]R. Yuste, S. Goering, B. A. Y. Arcas, G. Bi, J. M. Carmena, A. Carter, J. J. Fins, P. Friesen, J. Gallant, J. E. Huggins, et al., Four ethical priorities for neurotechnologies and ai, Nature 551 (7679) (2017) 159–163.DOI
  109. [109]República de Chile, Ley n.º 21.383: Modifica la Carta Fundamental, para establecer el desarrollo científico y tecnológico al servicio de las personas, Diario Oficial de la República de Chile, 25 October 2021; adds a final paragraph to Article 19, No. 1, of the Political Constitution (2021).
  110. [110]M. I. Cornejo-Plaza, R. Cippitani, V. Pasquino, Chilean Supreme Court ruling on the protection of brain activity: neurorights, personal data protection, and neurodata, Frontiers in Psychology 15 (2024) 1330439. doi:10.3389/fpsyg.2024.1330439.
  111. [111]UNESCO, Recommendation on the ethics of neurotechnology, Adopted by the General Conference at its 43rd session, Samarkand, 11 November 2025. Document SHS/BIO/REC-NEURO/2025, united Nations Educational, Scientific and Cultural Organization (2025).
  112. [112]Colorado General Assembly, House bill 24-1058: Protect privacy of biological data, Amending the Colorado Privacy Act to include biological and neural data as sensitive data; signed 17 April 2024, effective 7 August 2024 (2024).
  113. [113]California State Legislature, Senate bill 1223: Consumer privacy—neural data, Amending the California Consumer Privacy Act to classify neural data as sensitive personal information; signed 28 September 2024, effective 1 January 2025 (2024).
  114. [114]P. Magee, M. Ienca, N. Farahany, Beyond neural data: Cognitive biometrics and mental privacy, Neuron 112 (18) (2024) 3017–3028. doi:10.1016/j.neuron.2024.09.004.DOI
  115. [115]S. Goering, E. Klein, L. Specker Sullivan, A. Wexler, B. Agüera y Arcas, G. Bi, J. M. Carmena, J. J. Fins, P. Friesen, J. Gallant, et al., Recommen- dations for responsible development and application of neurotechnologies: S. goering et al., Neuroethics 14 (3) (2021) 365–386.

Paper details

vlnc:W_xk48xnej
Version
v1 · latest
Published
Fresh — added to the Hub within the last 30 days
Added
License
CC BY-SA 4.0
Usage

views · 10

downloads · 0

A view counts once per browser per day, a download each time the PDF is requested.

  • Computer Science

Not recorded for this paper

View statement
Looking for related papers…
Contents