2015arXiv (Cornell University)Open access

Corrected Pade Approximants for Indeterminate Problem

S. Gluzman, V. I. Yukalov

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Abstract

A method of self-similarly corrected Pade approximants is suggested making it possible to essentially widen the class of functions treated by these approximants. The method works even in those cases, where the standard Pade approximants are not applicable, resulting in divergent sequences.

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A method of self-similarly corrected Pade approximants is suggested making it possible to essentially widen the class of functions treated by these approximants. The method works even in those cases, where the standard Pade approximants are not applicable, resulting in divergent sequences.

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Available abstract

A method of self-similarly corrected Pade approximants is suggested making it possible to essentially widen the class of functions treated by these approximants. The method works even in those cases, where the standard Pade approximants are not applicable, resulting in divergent sequences.

Key concepts: Padé approximant, Indeterminate, Mathematics, Class (philosophy), Applied mathematics, Mathematical analysis, Pure mathematics, Computer science

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