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1. FROM TRISECTIONS IN MODULE CATEGORIES TO QUASI-DIRECTED COMPONENTS.

Author

ALVARES, E. R., ASSEM, I., COELHO, F. U., I. PEÑA, M., TREPODE, S., and Facchini, A.

Subjects
*MODULES (Algebra), *CATEGORIES (Mathematics), *ALGEBRA, *SET theory, *PREDICTION theory, *MATHEMATICS, *MATHEMATICAL analysis
Abstract

In this paper, we define and study a special type of trisections in a module category, namely the compact trisections which characterize quasi-directed components. We apply this notion to the study of laura algebras and we use it to define a class of algebras with predictable Auslander-Reiten components. [ABSTRACT FROM AUTHOR]

Published
2011
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