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#finitely_generated_algebra

Finitely generated algebra

In mathematics, a finitely generated algebra is a commutative associative algebra A over a field K where there exists a finite set of elements a1,...,an of A such that every element of A can be expressed as a polynomial in a1,...,an, with coefficients in K.

Fri 2nd

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Finitely generated algebra Finitely generated module Finitely generated Σ-algebra Finitely generated abelian group Finitely generated group Finite algebra Glossary of commutative algebra Structure theorem for finitely generated modules over a principal ideal domain Morphism of finite type
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