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The Theory of Vector-Valued Function in Locally Convex Space

The Theory of Vector-Valued Function in Locally Convex Space
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摘要 In this paper, the vector-valued regular functions are extended to the locally convex space. The residues theory of the functions in the locally convex space is achieved. Thereby the Cauchy theory and Cauchy integral formula are extended to the locally convex space. In this paper, the vector-valued regular functions are extended to the locally convex space. The residues theory of the functions in the locally convex space is achieved. Thereby the Cauchy theory and Cauchy integral formula are extended to the locally convex space.
作者 Lixin Ma
出处 《Applied Mathematics》 2012年第8期903-906,共4页 应用数学(英文)
关键词 LOCALLY CONVEX SPACE REGULAR FUNCTION RESIDUE Locally Convex Space Regular Function Residue
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