an:01014773
Zbl 0879.16005
Hille, Lutz
Tilting line bundles and moduli of thin sincere representations of quivers
EN
An. ??tiin??. Univ. ``Ovidius'' Constan??a, Ser. Mat. 4, No. 2, 76-82 (1996).
00036161
1996
j
16G20 16G10 14F05 16D40
vector bundles; smooth projective varieties; finite dimensional algebras; derived equivalences; bounded derived categories; moduli spaces; representations of quivers
From the summary: Classification problems of vector bundles on smooth projective varieties over an algebraically closed field \(k\) and classification problems of modules over finite dimensional \(k\)-algebras are closely related via derived equivalences of the corresponding bounded derived categories. We review known results and provide an introduction to the concept of moduli spaces for a certain class of representations of quivers.
F.U.Coelho (S??o Paulo)