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Maicol Caponi

math.APmath.FACracking domainsDynamic fractureElastodynamicsEnergy-dissipation balancemath.MPmath-phMonotone operatorsNonlinear viscoelasticity

On Valency

published · living versions
W_kc2xjdcv·v1 · currentpublished
Klein-Gordon-Born-Infeld equations driven by mixed local-nonlocal operators
with Nicolò Cangiotti, Alberto Maione, Enzo Vitillaro
1 version

Preprints & journals

13 papers in the corpus · 2019–2026
HH-convergence and Γ\Gamma-convergence in the Riesz fractional setting: the nonlinear case2607.06725v2 · Giuseppe C. Brusca, Maicol Caponi, Alessandro Carbotti et al.2026 · 0 citationsarXiv
Riesz fractional gradient functionals defined on partitions: nonlocal-to-local variational limits2510.04881v1 · Stefano Almi, Maicol Caponi, Manuel Friedrich et al.2025 · 0 citationsarXiv
A Survey on the Div-Curl Lemma and Some Extensions to Fractional Sobolev Spaces2509.11734v1 · Maicol Caponi2025 · 0 citationsNew Frontiers in Homogenization and Fractional Calculus, Trends in Mathematics, (2026)
HH-compactness for nonlocal linear operators in fractional divergence form2408.10984v2 · Maicol Caponi, Alessandro Carbotti, Alberto Maione2024 · 1 citationCalc. Var. 64, 290 (2025)
A fractional approach to strain-gradient plasticity: beyond core-radius of discrete dislocations2406.08023v1 · Stefano Almi, Maicol Caponi, Manuel Friedrich et al.2024 · 1 citationMath. Ann. 391 (2025), 4063-4115
The viscoelastic paradox in a nonlinear Kelvin-Voigt type model of dynamic fracture.38989137 · Caponi, Maicol, Carbotti, Alessandro, Sapio, Francesco2025 · 0 citationsJournal of evolution equations. 2024;24(3):63
A rate-independent model for geomaterials under compression coupling strain gradient plasticity and damage2311.13863v1 · Maicol Caponi, Vito Crismale2023 · 0 citationsESAIM Control Optim. Calc. Var. 31 (2025), Paper No. 14
Schrödinger-Maxwell equations driven by mixed local-nonlocal operators2307.15655v2 · Nicolo Cangiotti, Maicol Caponi, Alberto Maione et al.2023 · 11 citationsFract Calc Appl Anal 27, 677-705 (2024)
Geometric rigidity on Sobolev spaces with variable exponent and applications2305.00740v2 · Stefano Almi, Maicol Caponi, Manuel Friedrich et al.2023 · 3 citationsNoDEA Nonlinear Differential Equations Appl. 32 (2025), Paper No. 12
Klein-Gordon-Maxwell equations driven by mixed local-nonlocal operators2303.11663v2 · Nicolo Cangiotti, Maicol Caponi, Alberto Maione et al.2023 · 8 citationsMilan J. Math. 91(2), 375-403 (2023)
Existence of solutions to a phase-field model of dynamic fracture with a crack-dependent dissipation1908.01986v2 · Maicol Caponi2019 · 4 citationsNoDEA Nonlinear Differential Equations Appl. 27 (2020), Paper No. 14
Energy-dissipation balance of a smooth moving crack1905.02498v1 · Maicol Caponi, Ilaria Lucardesi, Emanuele Tasso2019 · 5 citationsJ. Math. Anal. Appl. 483 (2020), 123656
A dynamic model for viscoelastic materials with prescribed growing cracks1904.13104v3 · Maicol Caponi, Francesco Sapio2019 · 5 citationsAnn. Mat. Pura Appl. 199 (2020), 1263-1292
Career total: 16 works. 13 are in this corpus.

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