平方解析函数级数代数中闭理想的有效性

Applied Science and Innovative Research Pub Date : 2019-12-11 DOI:10.13005/ojps04.02.05

Musa Siddig, Shawgy Hussien

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摘要

我们证明了交换Banach代数闭理想的完备描述的有效性，该代数具有点向运算作用于单位盘上满足Lipscitz条件的一系列解析函数的Dirichlet代数空间(Brahim Bouya, 2008)，我们引入并处理了近似平方函数，它是产生和显示结果的外函数。

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Validity of Closed Ideals in Algebras of Series of Square Analytic Functions

We show the validity of a complete description of closed ideals of the algebra which is a commutative Banach algebra , that endowed with a pointwise operations act on Dirichlet space of algebra of series of analytic functions on the unit disk satisfying the Lipscitz condition of order of square sequence obtained by (Brahim Bouya, 2008), we introduce and deal with approximation square functions which is an outer functions to produce and show results in .

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Applied Science and Innovative Research

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