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Can I read Standardly stratified lower triangular K-algebras with enough idempotents on EtoBox?
Standardly stratified lower triangular K-algebras with enough idempotents by Marcos, E. (author);Mendoza, O. (author);Sáenz, C. (author);Santiago, V. (author) is a Mathematics article available to read on EtoBox.
What is Standardly stratified lower triangular K-algebras with enough idempotents about?
In this paper we study the lower triangular matrix K-algebra Λ :=, where U and T are basic K-algebras with enough idempotents and M is an U -T -bimodule where K acts centrally. Moreover, we characterise in terms of U , T and M when, on one hand, the lower triangular matrix K-algebra Λ is standardly stratified in the sense of ; and on the other hand, when Λ is locally bounded in the sense of Gabriel . Finally, we also study several properties relating the projective dimensions in the categories of finitely generated modules mod(U ), mod(T ) and mod(Λ).
Who reads Standardly stratified lower triangular K-algebras with enough idempotents?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- Marcos, E. (author);Mendoza, O. (author);Sáenz, C. (author);Santiago, V. (author)
- Publisher
- Elsevier BV
- Published
- 2023
- Language
- EN
- Field
- Mathematics (Physical Sciences)