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Tag Archives: hypergeometric Series
The Applications Of Continued Fractions And Their Generalizations To Problems In Approximation Theory – Khovanskii
In this post, we will see the book The Applications Of Continued Fractions And Their Generalizations To Problems In Approximation Theory by A. N. Khovanskii. About the book This book on continued fractions is devoted to certain selected topics in … Continue reading
Posted in books, mathematics, soviet Tagged approximations, binomial function expansion, boole equation, calculations, calculations of roots, continued fractions, Convergence Tests for Continued Fractions, exponential approximation, gamma function, generalized continued fractions, hypergeometric Series, natural logarithm approximation, Obreschkoff's Formula, prym's function, rational function approximations, ricatti equation, series, trigonometric approximations, trigonometric series 1 Comment