bn:00649420n
Noun Concept
Categories: Representation theory of groups
EN
dual representation  Contragrediant representation  contragredient representation
EN
In mathematics, if G is a group and ρ is a linear representation of it on the vector space V, then the dual representation ρ* is defined over the dual vector space V* as follows: ρ* is the transpose of ρ, that is, ρ* = ρT for all g ∈ G.The dual representation is also known as the contragradient representation. Wikipedia
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EN
In mathematics, if G is a group and ρ is a linear representation of it on the vector space V, then the dual representation ρ* is defined over the dual vector space V* as follows: ρ* is the transpose of ρ, that is, ρ* = ρT for all g ∈ G.The dual representation is also known as the contragradient representation. Wikipedia
Group representation Wikidata