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Tilting theory
COVERING THEORY for LINEAR CATEGORIES with APPLICATION to DERIVED CATEGORIES Introduction the Covering Technique Has Been Playin
Infinity-Tilting Theory
I. Overview of Activities, April, 2005-March, 2006 …
TILTING up ITERATED TILTED ALGEBRAS 1. Introduction Throughout This Paper, We Let K Denote a Fixed Algebraically Closed Field. B
Generalized Tilting Theory in Functor Categories
ALL TILTING MODULES ARE of FINITE TYPE 1. Introduction in The
Τ-Tilting Theory – an Introduction
K-Theory and Derived Equivalences
Τ-Tilting Theory, Which ‘Completes’ (Classical) Tilting Theory from the Viewpoint of Mutation
Tilting Theory
Title INTRODUCTION to CLUSTER TILTING in 2-CALABI- YAU
Results from Mathscinet: Mathematical Reviews on the Web Cg Copyright American Mathematical Society 2018 Tilted and Hochschild E
Introduction to Τ-Tilting Theory
CELLULAR STRUCTURES USING Uq-TILTING MODULES with ADDITIONAL NOTES to the PAPER AS an APPENDIX
Perfectoid Diamonds and N-Awareness. a Meta-Model of Subjective Experience
On Τ-Tilting Finite Simply Connected Algebras
Arxiv:2106.06423V2 [Math.RT] 18 Jul 2021 Eetyas Uhagba R Called Are Algebras Z Such Support Mi, Many Ad2, Years
Arxiv:1809.02815V1 [Math.RT] 8 Sep 2018 Ouectgre Fadol Foeaie Steendomorphi the As Arises One If Only P and Morita St Theory
Top View
Artin Algebras and Infinitely Generated Tilting Modules
Tilting Theory and Functor Categories III. the Maps Category
On -Tilting Finiteness of Schur Algebras
Realisation Functors in Tilting Theory
Arxiv:2005.07915V2 [Math.RT] 6 Dec 2020 Hoyi Ihsuc Fdrvdequivalences
DERIVED CATEGORIES and TILTING Contents 1. Introduction 1
A $\Tau $-Tilting Approach to the First Brauer-Thrall Conjecture
Tilting Theory: a Gift of Representation Theory to Mathematics
On Stable (∞, 1)-Categories
Reduction of Tau-Tilting Modules and Torsion Pairs
Cluster Algebras Bernard Leclerca and Lauren K
Derived Categories and Their Uses
Tilting Theory and the Finitistic Dimension Conjectures
On Tau-Tilting Theory and Perpendicular Categories
Cluster-Tilting Theory
Arxiv:2010.14869V1 [Math.RT]
Arxiv:2006.01677V1 [Math.RT] 2 Jun 2020 Oei H Ersnainter.Oeo H Motn Euto a of Result Important the of One Algebra Theory
Tilting Objects in Abelian Categories and Quasitilted Rings
Lecture Notes on Cluster Algebras, by Robert J. Marsh, Zürich Lectures in Advanced Mathematics, European Mathematical Society (
Infinite Dimensional Tilting Theory
Equivalences from Tilting Theory and Commutative Algebra from the Adjoint Functor Point of View
Review in MR 2894798
Appendix Some Remarks Concerning Tilting Modules and Tilted Algebras
Tilting Objects in Derived Categories of Equivariant Sheaves
Theory of Homotopes with Applications to Mutually Unbiased Bases
DERIVED CATEGORIES and STABLE EQUIVALENCE Introduction
An Introduction to Quiver Representations
Τ-Tilting Finite Cluster-Tilted Algebras
Selected Topics in Representation Theory – Tilting Modules – WS 2005/06 1