The present notes are an extended version of the talk given during the Ring Theory
Conference held at Miskolc in July 1996. The representation theory of associative finite …

Let A be a finite dimensional K-algebra over an algebraically closed field K and mod A be
the category of finite dimensional right A-modules. The main aim of this survey article is to …

Let k be an algebraically closed field and A~ kQ/I be a basic finite dimensional/[-algebra
such that Q is a connected quiver without oriented cycles. Assume that A is strongly simply …

identity and by a module a finite dimensional left A-module. The class of algebras may be
divided into two disjoint subclasses. One class consists of tame algebras for which the …

By mod* we denote the category of. finite dimensional left A-modules. We interpret a A-
module as a representation of Q satisfyng the relations imposed by I. If ME mod*, we set dim …

Throughout, by an algebra we mean a basic connected, finite-dimensional associative K-
algebra with 1 over an algebraically closed field K. By a module over an algebra A we mean …

ANDRZEJ SK OWRO N SKI AND GRZEGORZ Z WARA(TORU N) 1. Introduction.
Throughout the paper K denotes a fixed algebraically closed field. By an algebra we mean …

Let K be an algebraically closed field. From Drozd's Tame and Wild Theorem [37](see also
[25] and [42]) the finite dimensional algebras (associative, with an identity) may be divided …

From the viewpoint of higher dimensional Auslander–Reiten theory, we introduce a new
class of finite dimensional algebras of global dimension n, which we call n-representation …

Let A be a nite dimensional algebra over an algebraically closed eld k. One of the main
tasks of the representation theory of algebras is the study of the category A of modules. In …