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The Existence and Local Behavior of the Bivariate Quadratic Function Approximation
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作者 ZHENG Cheng-de 《Chinese Quarterly Journal of Mathematics》 CSCD 北大核心 2006年第1期110-114,共5页
This paper analysis the local behavior of the bivariate quadratic function approximation to a bivariate function which has a given power series expansion about the origin. It is shown that the bivariate quadratic Herm... This paper analysis the local behavior of the bivariate quadratic function approximation to a bivariate function which has a given power series expansion about the origin. It is shown that the bivariate quadratic Hermite-Padé form always defines a bivariate quadratic function and that this function is analytic in a neighborhood of the origin. 展开更多
关键词 Hermite-Padé approximation bivariate function approximation bivariate analytic function
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