Main Gammafunktion und Integrallogarithmus

Gammafunktion und Integrallogarithmus

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This title consists of both original volumes of this classic, now published as one. The first volume is a handbook of the theory of the gamma function. The first part of this volume gives an elementary presentation of the fundamental properties of the gamma function (and related functions) as applications of the theory of analytic functions. The second part covers properties related to the integral representations for $\Gamma(x)$. The third part explores the properties of functions defined via series of factorials: $\Omega(x)=\sum s! a_s/(x(x+1)\ldots(x+s))$, with applications to the gamma function. The Handbook is an often-cited reference in the literature on the gamma function and other transcendental functions. The second (and shorter) volume covers the theory of the logarithmic integral $\textnormal{li}(x)$ and certain related functions. Specific topics include integral representations, asymptotic series, and continued fractions.
Request Code : ZLIBIO72409
Categories:
Year:
2005
Edition:
Chelsea
Publisher:
American Mathematical Society
Language:
German
Pages:
450
ISBN 10:
0821838369
ISBN 13:
9780821838365
ISBN:
0821838369,9780821838365
Series:
AMS Chelsea Publishing

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