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LOCALLY PRIMARY RINGS AND TENSOR PRODUCTS OF ALGEBRAS

Title
LOCALLY PRIMARY RINGS AND TENSOR PRODUCTS OF ALGEBRAS
Authors
김인숙
Issue Date
1986
Department/Major
대학원 수학과
Keywords
LOCALLY PRIMARY RINGSTENSOR PRODUCTSALGEBRAS
Publisher
이화여자대학교 대학원
Degree
Master
Abstract
In this thesis, we generalize the results in [1] - the tensor product of a finite number of zero dimensional algebras over a common subfield is a locally primary ring - to zero dimensional algebras over a Noetherian ring. Some simple examples show that this is the best one can hope for. The converse situation is also investigated.
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일반대학원 > 수학과 > Theses_Master
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