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τ-倾斜有限代数上支撑τ-倾斜模的一种构造 被引量:1
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作者 张莹莹 《数学进展》 CSCD 北大核心 2023年第6期1039-1047,共9页
(semi)bricks的概念最早出现在[J.Algebra,1976,41(2):269-302]中,可以看成(半)单模的推广.近几年,[Int.Math.Res.Not.IMRN,2019,2019(3):852-892]和[Int.Math.Res.Not.IMRN,2020,2020(16):4993-5054]关于这个概念和τ-倾斜理论的联系... (semi)bricks的概念最早出现在[J.Algebra,1976,41(2):269-302]中,可以看成(半)单模的推广.近几年,[Int.Math.Res.Not.IMRN,2019,2019(3):852-892]和[Int.Math.Res.Not.IMRN,2020,2020(16):4993-5054]关于这个概念和τ-倾斜理论的联系研究出了一些新的进展.本文说明如何通过粘合来粘结semibricks.作为应用,本文探讨代数的模范畴的粘合中τ-倾斜有限的性质.此外,本文通过一些例子描述在粘合中通过粘结semibricks来构造τ-倾斜有限代数上支撑τ-倾斜模的过程. 展开更多
关键词 semibrick 支撑τ-倾斜模 τ-倾斜有限代数 粘合
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Gluing support τ-tilting modules via symmetric ladders of height 2 被引量:1
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作者 Yingying Zhang 《Science China Mathematics》 SCIE CSCD 2024年第10期2217-2236,共20页
Gluing techniques with respect to a recollement have long been studied. Recently, ladders of recollements of abelian categories were introduced as important tools. In this paper, we present explicit constructions of g... Gluing techniques with respect to a recollement have long been studied. Recently, ladders of recollements of abelian categories were introduced as important tools. In this paper, we present explicit constructions of gluing support τ-tilting modules via symmetric ladders of height two. Moreover, we apply the result to triangular matrix algebras to give a detailed version of the known Jasso's reduction and study maximal green sequences. 展开更多
关键词 support-tilting module torsion class semibrick LADDER triangular matrix algebra maximal green sequence
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