HE

Haruhisa Enomoto

Parakeet Inc., Japan0000-0003-0644-7076
math.RTmath.CTmath.RAmath.COmath.AC

On Valency

published · living versions
W_sb9u7a45·v1 · currentpublished

Preprints & journals

20 papers in the corpus · 2016–2026
Finiteness and growth of brick chain filtrations2609.10217v2 · Haruhisa Enomoto2026 · 0 citationsarXiv
On the homological conjectures for Artin algebras2609.19172v2 · Haruhisa Enomoto, Rene Marczinzik2026 · 0 citationsarXiv
Grothendieck monoids of extriangulated categories2208.02928v2 · Haruhisa Enomoto, Shunya Saito2022 · 0 citationsarXiv
The Jordan-H\"older property and Grothendieck monoids of exact categories1908.05446v3 · Haruhisa Enomoto2019 · 15 citationsAdv. Math. 396 (2022), Paper No. 108167
Schur's lemma for exact categories implies abelian2002.09241v1 · Haruhisa Enomoto2020 · 8 citationsJ. Algebra 584 (2021), 260-269
Monobrick, a uniform approach to torsion-free classes and wide subcategories2005.01626v3 · Haruhisa Enomoto2020 · 12 citationsAdv. Math. 393 (2021), Paper No. 108113, 41 pp
Rigid modules and ICE-closed subcategories in quiver representations2005.05536v3 · Haruhisa Enomoto2020 · 13 citationsJ. Algebra 594 (2022), 364-388
Classifying substructures of extriangulated categories via Serre subcategories2005.13381v1 · Haruhisa Enomoto2020 · 16 citationsAppl. Categ. Structures 29 (2021), no. 6, 1005-1018
Relations for Grothendieck groups and representation-finiteness1806.07650v1 · Haruhisa Enomoto2018 · 14 citationsJ. Algebra 539 (2019), 152--176
Bruhat inversions in Weyl groups and torsion-free classes over preprojective algebras2002.09205v2 · Haruhisa Enomoto2020 · 8 citationsComm. Algebra 49 (2021), no. 5, 2156--2189
Intervals of $s$-torsion pairs in extriangulated categories with negative first extensions2103.09549v1 · Takahide Adachi, Haruhisa Enomoto, Mayu Tsukamoto2021 · 15 citationsarXiv
Classifying exact categories via Wakamatsu tilting1610.07589v3 · Haruhisa Enomoto2016 · 26 citationsJ. Algebra 485 (2017), 1-44
Classifications of exact structures and Cohen-Macaulay-finite algebras1705.02163v4 · Haruhisa Enomoto2017 · 27 citationsAdv. Math. 335 (2018), 838-877
Career total: 27 works. 20 are in this corpus.

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