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Eiriksson, Ögmundur: Quasi-hereditary algebras and the geometry of representations of algebras. 2018
Inhalt
Introduction
Preliminaries
Additive categories
Approximations
Module categories
Auslander-Reiten theory
Representations of quivers
Algebraic group actions
Representations varieties and their group actions
Fibre bundles
Flag varieties
Quasi-hereditary algebras
Strongly quasi-hereditary algebras
Tensor algebras
Recollements of Auslander algebras
Overview
Submodule categories
Representations of the Auslander algebra
Relative projective and injective objects of S()
The Auslander algebra of self-injective algebras
Recollement
The stable Auslander algebra
From submodule categories to representations of the stable Auslander algebra
Induced equivalences
Interplay with triangulated structure
Auslander algebras of Nakayama algebras
Self-injective Nakayama algebras
Auslander algebras of Nakayama algebras
Other representation-finite algebras
Quiver flag varieties
Overview
Monomorphism categories
Quasi-hereditary structure
AR-translates in monomorphism categories
Quiver flag varieties
Adding relations
Rigid objects in monomorphism categories
Long exact sequence
Ext-directed decompositions
Quiver-graded Richardson orbits
Overview
Quiver-graded Richardson orbits
The nilpotent quiver algebra
The nilpotent quiver algebra
Tensor structures
Monomorphism categories and the category N
Ns(Q) as an endomorphism ring
Quasi-hereditary structure of the nilpotent quiver algebra
The Ringel-dual
Rigid -filtered modules correspond to Richardson orbits
Examples
Algorithm for Q = A2
Bibliography
Index