Chapter: Modules with applications to finite groups

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Home > A Journey Through Representation Theory: From Finite Groups to Quivers via Algebras > Modules with applications to finite groups

A Journey Through Representation Theory: From Finite Groups to Quivers via Algebras |

Caroline Gruson; Vera Serganova

Springer International Publishing

A Journey Through Representation Theory: From Finite Groups to Quivers via Algebras

Modules with applications to finite groups

Chapter Info

Authors

Caroline Gruson; Vera Serganova

ARI Id

1665150986806_5052548

Access

Not Available Free

Pages

25-46

DOI

10.1007/978-3-319-98271-7_2

Chapter URL

https://rd.springer.com/chapter/10.1007/978-3-319-98271-7_2

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Chapters/Headings	Author(s)	Pages	Info
Front Matter		i-xiii
Introduction to representation theory of finite groups	Caroline Gruson; Vera Serganova	1-23
Modules with applications to finite groups	Caroline Gruson; Vera Serganova	25-46
Representations of compact groups	Caroline Gruson; Vera Serganova	47-63
Results about unitary representations	Caroline Gruson; Vera Serganova	65-80
On algebraic methods	Caroline Gruson; Vera Serganova	81-104
Symmetric groups, Schur–Weyl duality and positive self-adjoint Hopf algebras	Caroline Gruson; Vera Serganova	105-147
Introduction to representation theory of quivers	Caroline Gruson; Vera Serganova	149-168
Representations of Dynkin and affine quivers	Caroline Gruson; Vera Serganova	169-191
Applications of quivers	Caroline Gruson; Vera Serganova	193-217
Back Matter		219-223
Chapters/Headings	Author(s)	Pages	Info

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