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Mathematics - Special Functions, Mathematical Series
Basic Hypergeometric Series by George Gasper — book cover

Basic Hypergeometric Series

by George Gasper, Mizan Rahman, Gasper George
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Overview

This updated edition will continue to meet the needs for an authoritative comprehensive analysis of the rapidly growing field of basic hypergeometric series, or q-series. It includes deductive proofs, exercises, and useful appendices. Three new chapters have been added to this edition covering q-series in two and more variables: linear- and bilinear-generating functions for basic orthogonal polynomials; and summation and transformation formulas for elliptic hypergeometric series. In addition, the text and bibliography have been expanded to reflect recent developments. First Edition Hb (1990): 0-521-35049-2

Synopsis

Significant revision of classic reference in special functions.

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Editorials

From the Publisher

"...the definitive work on the subject. The book is remarkable in many ways....it is clearly and carefully written." SIAM Review

"This is an even better book than the first edition for several reasons: the up-to-date bibliography, the new material, and the opportunity to fix all the known errata...Gasper and Rahman have, once again, done admirably."
MAA Reviews, Warren Johnson, Connecticut College

"The extensive bibliography has been updated to include recent work. At 48 pages, it is almost double the length of the bibliography of the first edition. The authors have succeeded in bringing a vast body of knowledge up to date in this compact, useful an highly readable book."
Shaun Cooper, Mathematical Reviews

Book Details

Published
December 1, 2003
Publisher
Cambridge University Press
Pages
456
Format
Hardcover
ISBN
9780521833578

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