Representation Theory Representations Let G be a group and V a vector space over a field k. A representation of G on V is a group homomorphism ρ : G → Aut(V ). The degree (or dimension) of ρ is just dim V . Equivalen - Vector group - Document - PDFSEARCH.IO

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	Representation Theory Representations Let G be a group and V a vector space over a field k. A representation of G on V is a group homomorphism ρ : G → Aut(V ). The degree (or dimension) of ρ is just dim V . Equivalen Add to Reading List Document Date: 2001-10-24 15:32:45 Open Document File Size: 170,41 KB Share Result on Facebook

Representation Theory Representations Let G be a group and V a vector space over a field k. A representation of G on V is a group homomorphism ρ : G → Aut(V ). The degree (or dimension) of ρ is just dim V . EquivalenAdd to Reading List