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192
Compulsory

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The aim of the seminar is to study representation theory of associative algebras and quivers. Quivers are just directed graphs where the vertices are interpreted as vector spaces and the arrows as linear maps, but they are of great importance in the study of non commutative algebra and algebraic geometry.  We analyze some problems of linear algebra with these tools. We will give a complete proof of Gabriel's theorem that characterizes quivers of finite representation type.
The aim of the seminar is to study representation theory of associative algebras and quivers. Quivers are just directed graphs where the vertices are interpreted as vector spaces and the arrows as linear maps, but they are of great importance in the study of non commutative algebra and algebraic geometry.  We analyze some problems of linear algebra with these tools. We will give a complete proof of Gabriel's theorem that characterizes quivers of finite representation type.

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