Title: LOCAL DESCRIPTION OF CLOSED IDEALS AND SUBMODULES OF ANALYTIC FUNCTIONS OF ONE VARIABLE. I
Abstract:Let be a topological module (over the ring of polynomials) of vector-valued functions , holomorphic in a domain .A closed submodule is local (that is, uniquely determined by the collection , , of its ...Let be a topological module (over the ring of polynomials) of vector-valued functions , holomorphic in a domain .A closed submodule is local (that is, uniquely determined by the collection , , of its localized submodules) if and only if is stable and saturated. A submodule is said to be stable if it admits division by binomials: , . Being saturated amounts to possessing sufficiently many elements.Bibliography: 26 titles.Read More
Publication Year: 1980
Publication Date: 1980-02-28
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 20
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