AbstractThe concept of the characteristic tilting module and of the Ringel dual for quasi-hereditary algebras is generalized for the setting of standardly stratified algebras
Tilting modules occur in a variety of contexts and we are fortunate to have a unifying language with...
We study quasi-hereditary endomorphism algebras defined over a new class of finite dimensional monom...
With each finite directed quiver Q a quasi--hereditary algebra, the so--called twisted double of the...
AbstractIn the study of standardly stratified algebras and stratifying systems, we find an object wh...
AbstractIn the first part of the paper we give a characterization for an associative algebra to be s...
AbstractIn the study of standardly stratified algebras and stratifying systems, we find an object wh...
In the study of standardly stratified algebras and stratifying systems. we find an object which is e...
AbstractWe prove that the finitistic dimension of a properly stratified algebra having a simple pres...
AbstractWe calculate the finitistic dimension of certain stratified algebras in terms of the project...
In this work we study the relation between tilting and standard strati cation. We recall that for ea...
This thesis contains three papers in representation theory of algebras. It mainly studies two types ...
This thesis contains three papers in representation theory of algebras. It mainly studies two types ...
AbstractIn analogy to a previous result of Dlab–Heath–Marko on quasi-hereditary algebras, the paper ...
AbstractIn the first part of the paper we give a characterization for an associative algebra to be s...
AbstractWe calculate the finitistic dimension of certain stratified algebras in terms of the project...
Tilting modules occur in a variety of contexts and we are fortunate to have a unifying language with...
We study quasi-hereditary endomorphism algebras defined over a new class of finite dimensional monom...
With each finite directed quiver Q a quasi--hereditary algebra, the so--called twisted double of the...
AbstractIn the study of standardly stratified algebras and stratifying systems, we find an object wh...
AbstractIn the first part of the paper we give a characterization for an associative algebra to be s...
AbstractIn the study of standardly stratified algebras and stratifying systems, we find an object wh...
In the study of standardly stratified algebras and stratifying systems. we find an object which is e...
AbstractWe prove that the finitistic dimension of a properly stratified algebra having a simple pres...
AbstractWe calculate the finitistic dimension of certain stratified algebras in terms of the project...
In this work we study the relation between tilting and standard strati cation. We recall that for ea...
This thesis contains three papers in representation theory of algebras. It mainly studies two types ...
This thesis contains three papers in representation theory of algebras. It mainly studies two types ...
AbstractIn analogy to a previous result of Dlab–Heath–Marko on quasi-hereditary algebras, the paper ...
AbstractIn the first part of the paper we give a characterization for an associative algebra to be s...
AbstractWe calculate the finitistic dimension of certain stratified algebras in terms of the project...
Tilting modules occur in a variety of contexts and we are fortunate to have a unifying language with...
We study quasi-hereditary endomorphism algebras defined over a new class of finite dimensional monom...
With each finite directed quiver Q a quasi--hereditary algebra, the so--called twisted double of the...
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