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NOTE ON DEGREE OF APPROXIMATION TO ANALYTIC FUNCTIONS BY RATIONAL FUNCTIONS WITH PREASSIGNED POLES*

机译：关于带预分配极点的有理函数对解析函数的逼近度的注释*

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Walsh, J. L.;
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年度 1956
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正文语种 en
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专利

1. A note on a problem of Saff and Varga concerning the degree of complex rational approximation to real valued functions [J] . Ellacott S. W. Bulletin of the American Mathematical Society . 1982,第2期

机译：关于Saff和Varga问题的笔记，涉及关于实值函数的复杂有理逼近度
2. On degree of approximation on a Jordan curve to a function analytic interior to the curve by functions not necessarily analytic interior to the curve [J] . Walsh J. L. Bulletin of the American Mathematical Society . 1946,第6期

机译：在约旦曲线上的曲线到函数分析内部的逼近度，不一定是曲线内部的函数
3. DIFFERENTIAL INEQUALITIES FOR ENTIRE FUNCTIONS OF FINITE DEGREE AND RATIONAL FUNCTIONS WITH PRESCRIBED POLES [J] . A. V. Olesov Siberian Mathematical Journal . 2010,第6期

机译：带有规定极点的有限度和有理函数的整函数的微分不等式
4. Analytic Approximation of Periodic Ateb Functions via Elementary Functions in Nonlinear Dynamics [C] . I. Andrianov, V. Olevskyi, Yu. Olevska International Conference for Promoting the Application of Mathematics in Technical and Natural Sciences . 2016

机译：非线性动力学中基本函数的周期ATEB函数的分析近似
5. Order of uniform approximation to analytic functions by rational trigonometric and weighted rational functions. [D] . Simmons, Richard D. 1989

机译：有理三角函数和加权有理函数对解析函数的均匀近似阶数。
6. NOTE ON DEGREE OF APPROXIMATION TO ANALYTIC FUNCTIONS BY RATIONAL FUNCTIONS WITH PREASSIGNED POLES [O] . J. L. Walsh 1956

机译：关于带预分配极点的有理函数的逼近解析函数的程度的注
7. On uniform approximation to continuous functions by rational functions with preassigned poles [O] . Henry J. Landau 1954

机译：通过统一函数与预先迭代的磁极均匀近似
8. Note on Degree of Approximation to Analytic Functions by Rational Functions with Preassigned Poles [R] . J. L. Walsh 1956

机译：关于具有预分配极点的有理函数的解析函数逼近度的注记

NOTE ON DEGREE OF APPROXIMATION TO ANALYTIC FUNCTIONS BY RATIONAL FUNCTIONS WITH PREASSIGNED POLES*

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