Let k be an algebraically closed field. By algebra A, we mean a finite dimensional
associative k-algebra, which we assume moreover to be basic and connected. For such an …

Let A be a representation-finite simply connected algebra, and TAbe an arbitrary tilting
module (in the sense of Happei and Ringel). We show that B= End TA satisfies the …

Tame Quasi-tilted Algebras Page 1 Ž . JOURNAL OF ALGEBRA 203, 470490 1998 ARTICLE
NO. JA977328 Tame Quasi-tilted Algebras Andrzej Skowronski U Faculty of Mathematics and …

A), where TA is a tilting module, with A a finite dimensional hereditary algebra, are called the
tilted algebras. The main interest in tilted algebras comes from the fact that any finite …

Let A be a finite-dimensional, basic and connected algebra (associative, with 1) over an
algebraically closed field. It is called simply connected it it is triangular and, for any …

Soit A une algebre inclinée. On montre que, si A est fortement simplement connexe, et C est
une sous-catégorie pleine et convexe de A, alors le graphe orbital de chaque composante …

Let k be an algebraically closed field and A be a finite-dimensional associative k-algebra
with an identity. We shall also assume that A is basic and connected. By an A-module we …

Let B be a connected finite-dimensional hereditary algebra of inflnite representation type. It
is shown that there exists a regular tilting B-module if and only if B is wild and has at least …

The aim of this paper is to provide direct proofs for the main results on tilted algebras
obtained by Happel-Ringel in [9 J• It seems to us that the search for direct proofs is justified …

Let k be an algebraically closed field, and A bc a finite dimensional associative k-algebra
with an identity. By an A-module is always meant a right finitely generated A-module …