Haruhisa enomoto
WebJan 3, 2024 · Haruhisa Enomoto In this paper, we compute the posets of wide subcategories and ICE-closed subcategories from the lattice of torsion classes in an abelian length category in a purely lattice-theoretical way, by using the kappa map in a completely semidistributive lattice. WebHaruhisa Enomoto Comments: 28 pages, final version. a minor correction. to appear in Adv. Math Journal-ref: Adv. Math. 393 (2024), Paper No. 108113, 41 pp Subjects: …
Haruhisa enomoto
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WebI am Haruhisa Enomoto (榎本 悠久 in Japanese), a postdoc at Graduate School of Science, Osaka Metropolitan Universityin Japan. FD Applet- an applet for Finite … H. Enomoto, The Jordan-Hölder property, Grothendieck monoids and Bruhat … Bruhat inversions in the symmetric group and torsion-free classes over a type A … Notes Theses. Bachelor thesis: On categories of modules over locular … Programs On this page. FD Applet; Generator of finite congruence-uniform … Problems On this page. Self-orthogonal modules and Wakamatsu tilting … CV Professional Position. Apr. 2024 – : JSPS Research Fellow (PD) Institution: … Citation: H. Enomoto, S. Saito, Grothendieck monoids of extriangulated … Citation: H. Enomoto, A. Sakai, Image-extension-closed subcategories of … Combinatorics of lattices of subcategories of a module category. Date: September 02, … WebHaruhisa Enomoto, a postdoc, e-mail: henomoto [at] omu.ac.jp Future work (?) The following is possible in principle, and I'll add them later (?). Exhibit tau-tilting theory (show …
WebWelcome to Haruhisa ENOMOTO's Homepage! this page In Japanese I am a Ph.D. student (the 3rd year) at Graduate School of Mathematics, Nagoya University. E-mail: m16009t … WebApr 4, 2024 · We give a classification of substructures (= closed subbifunctors) of a given skeletally small extriangulated category by using the category of defects, in a similar way to the author’s classification of exact structures of a given additive category. More precisely, for an extriangulated category, possible substructures are in bijection with Serre …
WebAug 5, 2024 · The authors thank Aaron Chan, Laurent Demonet, Haruhisa Enomoto, Osamu Iyama, Gustavo Jasso and Jan Schröer for kind instructions and discussions. The second named author would like to thank the Mathematical Institute of the University of Bonn, where most of his work was done as part of his Master studies. Funding Web[E] H. Enomoto, Computing various objects of an algebra from the poset of torsion classes, in preparation. About a SageMath code which defines a class for lattices of tau-tilting finite artin algebras together with various methods
WebDec 1, 2024 · Haruhisa Enomoto Osaka Prefecture University Abstract We give a classification of substructures (= closed subbifunctors) of a given skeletally small extriangulated category by using the category...
WebAug 15, 2024 · Haruhisa Enomoto We investigate the Jordan-Hölder property (JHP) in exact categories. First, we show that (JHP) holds in an exact category if and only if the … feminist care and justice ethicsWebHaruhisa Enomoto @haruhisaenomoto7946 161 subscribers 15 videos I'm a postdoc studying the representation theory of algebras. Subscribe Home Videos Playlists … feminist cell phone wallpapersWebタイトル: Preprojective Algebras and Calabi-Yau Algebras, II: 組織者: Yuya Mizuno, Haruhisa Enomoto, Yoshiyuki Kimura, Masato Okado, Toshiya Yurikusa def of pathos in writingWebHaruhisa Yamamoto is on Facebook. Join Facebook to connect with Haruhisa Yamamoto and others you may know. Facebook gives people the power to share and makes the … def of pathologicalWebHaruhisa Enomoto We give a classification of substructures (= closed subbifunctors) of a given skeletally small extriangulated category by using the category of defects, in a … def of pathos logos and ethosWebHaruhisa Enomoto. Osaka Metropolitan University. Verified email at omu.ac.jp - Homepage. Representation theory of algebra. Articles Cited by. Title. ... H Enomoto, A … def of pathogensWebAug 15, 2024 · H. Enomoto, Shunya Saito Mathematics 2024 . We study the Grothendieck monoid (a monoid version of the Grothendieck group) of an extriangulated category, and give some results which are new even for abelian categories. First, we classify… Expand 2 PDF THE OF GROTHENDIECK MONOID: A NEW APPROACH TO CLASSIFY SERRE … feminist catholic