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ON THE BEST APPROXIMATION MATRIX PROBLEM FOR INTEGRABLE MATRIX FUNCTIONS

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摘要在这份报纸，积极明确的矩阵functionals在一套方形的integrable矩阵上定义珍视的功能被介绍并且学习。最好的近似问题以矩阵Fourier系列被解决。Riemann-Lebesgue矩阵性质和Bessel-Parseval矩阵不平等被给。

DOI ojzpp5rn45/1042522

作者 Defez Emilio (1) ; Jódar Lucas (1)

机构地区不详

出处《分析理论与应用：英文刊》 2000年3期

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分类 [理学][基础数学]

出版日期 2000年03月13日（中国期刊网平台首次上网日期，不代表论文的发表时间）

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1L. Jodar;E. Navarro;E. Defez. ON THE BEST APPROXIMATION MATRIX PROBLEM AND MATRIX FOURIER SERIES.基础数学,1997-04.
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3Qingzhi Yang;Jinling Zhao. Some Remarks on the Convex Feasibility Problem and Best Approximation Problem.基础数学,2008-01.
4Guo-liangXu. SOME NONLINEAR APPROXIMATIONS FOR MATRIX-VALUED FUNCTIONS.计算数学,2003-06.
5Jun-ping Liang;Ming He. The Totally Non-positive Matrix Completion Problem.基础数学,2006-04.
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8. PADE APPROXIMANTS AS LIMITS OF RATIONAL FUNCTIONS OF BEST APPROXIMATION IN ORLICZ SPACE.基础数学,1994-02.
9侯文渊;蒋尔雄. A STABILITY ANALYSIS OF THE （k） JACOBI MATRIX INVERSE EIGENVALUE PROBLEM.基础数学,2005-02.
10廖安平;张磊. THE NECESSARY AND SUFFICIENT CONDITIONS FOR THE SOLVABILITY OF A CLASS OF THE MATRIX INVERSE PROBLEM.基础数学,1998-02.

来源期刊

分析理论与应用：英文刊

分析理论与应用：英文刊

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