Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - Journal of pure and applied algebra, 2013 - Elsevier
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig–Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig–Zhu in the case of (algebraic) triangulated categories. As a …
Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - arXiv e-prints, 2012 - ui.adsabs.harvard.edu
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
[PDF][PDF] QUOTIENTS OF EXACT CATEGORIES BY CLUSTER TILTING SUBCATEGORIES AS MODULE CATEGORIES
L DEMONET, YU LIU - 第45 回環論および表現論シンポジウム …, 2013 - ring-theory-japan.com
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - Journal of pure and applied algebra, 2013 - documat.unirioja.es
Weprove that some subquotient categories of exact categories are abelian. This generalizes
a result by Koenig Zhu in the case of (algebraic) triangulated categories. As a particular …
a result by Koenig Zhu in the case of (algebraic) triangulated categories. As a particular …
Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - arXiv preprint arXiv:1208.0639, 2012 - arxiv.org
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - Journal of Pure and Applied Algebra, 2013 - infona.pl
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig–Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig–Zhu in the case of (algebraic) triangulated categories. As a …
[PDF][PDF] QUOTIENTS OF EXACT CATEGORIES BY CLUSTER TILTING SUBCATEGORIES AS MODULE CATEGORIES
L DEMONET, YU LIU - 第45 回環論および表現論シンポジウム …, 2013 - ring-theory-japan.com
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
[引用][C] Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - Journal of Pure and Applied Algebra, 2013 - cir.nii.ac.jp
Quotients of exact categories by cluster tilting subcategories as module categories | CiNii
Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 …
Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 …
[PDF][PDF] QUOTIENTS OF EXACT CATEGORIES BY CLUSTER TILTING SUBCATEGORIES AS MODULE CATEGORIES
L DEMONET, YU LIU - arXiv preprint arXiv:1208.0639, 2012 - Citeseer
We prove that some subquotient categories of exact categories are abelian. This
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
generalizes a result by Koenig-Zhu in the case of (algebraic) triangulated categories. As a …
Quotients of exact categories by cluster tilting subcategories as module categories
L Demonet, Y Liu - Journal of pure and applied algebra, 2013 - dialnet.unirioja.es
Weprove that some subquotient categories of exact categories are abelian. This generalizes
a result by Koenig Zhu in the case of (algebraic) triangulated categories. As a particular …
a result by Koenig Zhu in the case of (algebraic) triangulated categories. As a particular …