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Projective Resolutions and Yoneda Algebras for Algebras of Dihedral Type
Authors:Alexander Generalov  Nikolai Kosmatov
Affiliation:1.Department of Mathematics,Saint-Petersburg State University,Saint-Petersburg,Russia;2.Faculté des Sciences,Université de Franche-Comté,Besan?on,France
Abstract:This paper provides a method for the computation of Yoneda algebras for algebras of dihedral type. The Yoneda algebras for one infinite family of algebras of dihedral type (the family $D(3mathcal R)$ in K. Erdmann’s notation) are computed. The minimal projective resolutions of simple modules were calculated by an original computer program implemented by one of the authors in C++ language. The algorithm of the program is based on a diagrammatic method presented in this paper and inspired by that of D. Benson and J. Carlson. This work was partially supported by the grant $N^o$ 06-01-00200 of the Russian Foundation for Basic Research.
Keywords:Yoneda algebra  algebras of dihedral type  projective resolutions  module diagrams
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