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- Algebra_homomorphism abstract "A homomorphism between two algebras, A and B, over a field (or ring) K, is a map such that for all k in K and x,y in A, F(kx) = kF(x) F(x + y) = F(x) + F(y) F(xy) = F(x)F(y)If F is bijective then F is said to be an isomorphism between A and B.A common abbreviation for "homomorphism between algebras" is "algebra homomorphism" or "algebra map". Every algebra homomorphism is a homomorphism of K-modules.".
- Algebra_homomorphism wikiPageID "331969".
- Algebra_homomorphism wikiPageRevisionID "543614775".
- Algebra_homomorphism hasPhotoCollection Algebra_homomorphism.
- Algebra_homomorphism subject Category:Algebras.
- Algebra_homomorphism subject Category:Morphisms.
- Algebra_homomorphism subject Category:Ring_theory.
- Algebra_homomorphism type Abstraction100002137.
- Algebra_homomorphism type Algebra106012726.
- Algebra_homomorphism type Algebras.
- Algebra_homomorphism type Cognition100023271.
- Algebra_homomorphism type Content105809192.
- Algebra_homomorphism type Discipline105996646.
- Algebra_homomorphism type KnowledgeDomain105999266.
- Algebra_homomorphism type Mathematics106000644.
- Algebra_homomorphism type PsychologicalFeature100023100.
- Algebra_homomorphism type PureMathematics106003682.
- Algebra_homomorphism type Science105999797.
- Algebra_homomorphism comment "A homomorphism between two algebras, A and B, over a field (or ring) K, is a map such that for all k in K and x,y in A, F(kx) = kF(x) F(x + y) = F(x) + F(y) F(xy) = F(x)F(y)If F is bijective then F is said to be an isomorphism between A and B.A common abbreviation for "homomorphism between algebras" is "algebra homomorphism" or "algebra map". Every algebra homomorphism is a homomorphism of K-modules.".
- Algebra_homomorphism label "Algebra homomorphism".
- Algebra_homomorphism label "Omomorfismo di algebre".
- Algebra_homomorphism label "代數同態".
- Algebra_homomorphism sameAs Omomorfismo_di_algebre.
- Algebra_homomorphism sameAs m.01x06v.
- Algebra_homomorphism sameAs Q3882299.
- Algebra_homomorphism sameAs Q3882299.
- Algebra_homomorphism sameAs Algebra_homomorphism.
- Algebra_homomorphism wasDerivedFrom Algebra_homomorphism?oldid=543614775.
- Algebra_homomorphism isPrimaryTopicOf Algebra_homomorphism.