Definitions from Wiktionary (pseudorepresentation)
▸ noun: (mathematics) Given a group G and a commutative ring R, a tuple of maps (a,d,x), where a,d:G→R and x:GxG→R, are a pseudorepresentation if they satisfy the relations one would expect if a(g) and d(g) were the diagonal entries of a two dimensional representation |a(g)b(g)|\|c(g)d(g)| and if x was given by x(g,g^′)=b(g)c(g^′).
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▸ noun: (mathematics) Given a group G and a commutative ring R, a tuple of maps (a,d,x), where a,d:G→R and x:GxG→R, are a pseudorepresentation if they satisfy the relations one would expect if a(g) and d(g) were the diagonal entries of a two dimensional representation |a(g)b(g)|\|c(g)d(g)| and if x was given by x(g,g^′)=b(g)c(g^′).
Similar:
pseudogroup,
representation,
subrepresentation,
pseudofunctor,
superrigidity,
conjugation,
presentation,
pseudoring,
group ring,
pseudoinverse,
more...
Opposite:
▸ Words similar to pseudorepresentation
▸ Usage examples for pseudorepresentation
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▸ Wikipedia articles (New!)
▸ Popular adjectives describing pseudorepresentation
▸ Words that often appear near pseudorepresentation
▸ Rhymes of pseudorepresentation
▸ Invented words related to pseudorepresentation