Let D be a commutative DVR with maximal ideal (x), quotient field K, and residue field k=
D/(x), and let/i be a classical order in M,(K), the ring of n by n matrices over K. If n contains a …

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 …

A note on tilting sequences Page 1 Cent. Eur. J. Math. • 6(3) • 2008 • 364-371 DOI: 10.2478/s11533-008-0029-5
Central European Journal of Mathematics A note on tilting sequences Research Article Clezio …

Let A and B be two finite dimensional algebras derived equivalent to a connected hereditary
noetherian category \calH with a tilting complex. We prove that there exists a sequence of …

Degenerations for representations of tame quivers Page 1 ANNALES SCIENTIFIQUES DE L’É.NS
KLAUS BONGARTZ Degenerations for representations of tame quivers Annales …

arXiv:1101.4747v2 [math.RT] 30 Aug 2011 Page 1 arXiv:1101.4747v2 [math.RT] 30 Aug
2011 THE NUMBER OF ARROWS IN THE QUIVER OF TILTING MODULES OVER A PATH …

Tilting and cotilting modules are classified for the completed path algebra of a quiver of type
A ̃ n with linear orientation. This classification problem arises naturally in the classification of …

The present notes reproduce the contents of lectures given at the Workshop preceding the
IV International Conference on Representations of Algebras, Carleton University, Ottawa …

Let A be a finite-dimensional associative algebra with 1 over a field k (which we suppose to
be algebraically closed throughout this article). The thread of this work is the investigation of …

Let A be a finite-dimensional algebra over an algebraically closed field k. In [14] Happel
shows that if A is simply connected and has positive definite quadratic form, then it is iterated …