WebTY - JOURAU - I. AssemTI - Tilting theory - an introductionJO - Banach Center PublicationsPY - 1990PB - Institute of Mathematics Polish Academy of SciencesVL - 26IS - 1SP - 127EP - 180LA - engKW - tilting theory; finite-dimensional algebras; Torsion theories; tilting modules; Tilting-cotilting equivalence; Iterated tilted algebrasUR - http ... WebAug 15, 2024 · The cotilting correspondence (or Brenner-Butler theorem, see [14], [34]) says that the involution (⁎) restricts to an involution on the set {[Λ, T] T is a cotilting module}. The main result on relative cotilting modules (cf. Definition 7.1) of Auslander-Solberg is the following . Theorem 1.5
[1710.02230v4] The tilting-cotilting correspondence
WebJun 1, 2004 · The object T is called cotilting object if the following holds: (C1) the injective dimension of T is at most 1; (C2) Ext 1 ( Tα, T )=0 for every cardinal α; (C3) there is an exact sequence 0→ T1 → T0 → Q →0 with each Ti in for some injective cogenerator Q. By definition, two cotilting objects T and T ′ are equivalent if . Web摘要:For a recollement (A, B, C) of abelian categories, we show that n-tilting (resp. n-cotilting) subcategories in A and C can be glued to get n-tilting (resp. n-cotilting) subcategories in B by gluing the cotorsion pairs induced by these n-tilting (resp. n-cotilting) subcategories. 报告人简介 is the nabisco strike over
Tilting and cotilting for quivers of type Ãn - ScienceDirect
Webthe ECDL Foundation. Equivalence and Duality for Module Categories with Tilting and Cotilting for Rings - Sep 04 2024 This book provides a unified approach to much of the theories of equivalence and duality between categories of modules that has transpired over the last 45 years. In particular, during the past dozen or WebJun 27, 2007 · (1990). Tilting, cotilting, and serially tilted rings. Communications in Algebra: Vol. 18, No. 5, pp. 1585-1615. Skip to Main Content. Log in Register Cart. Home All Journals Communications in Algebra List of Issues Volume 18, Issue 5 Tilting, cotilting, and serially tilted .... WebCOTILTING SHEAVES OVER WEIGHTED NONCOMMUTATIVE REGULAR PROJECTIVE CURVES DIRK KUSSIN AND ROSANNA LAKING Abstract. We consider the category QcohX of quasicoherent sheaves where X is a weighted non-commutative regular projective curve over a eld k. This category is a hereditary, locally noetherian is thena and thanos related