Mathematical functions and their approximations

Content: 
Front Matter, Page iii
Copyright, Page iv
Dedication, Page v
PREFACE, Pages xv-xvii
CHAPTER I - THE GAMMA FUNCTION AND RELATED FUNCTIONS, Pages 1-23
CHAPTER II - THE BINOMIAL FUNCTION, Pages 24-35
CHAPTER III - ELEMENTARY FUNCTIONS, Pages 36-76
CHAPTER IV - INCOMPLETE GAMMA FUNCTIONS, Pages 77-153
CHAPTER V - THE GENERALIZED HYPERGEOMETRIC FUNCTION PFQ AND THE G-FUNCTION, Pages 154-256
CHAPTER VI - THE GAUSSIAN HYPERGEOMETRIC FUNCTION 2F1, Pages 257-283
CHAPTER VII - THE CONFLUENT HYPERGEOMETRIC FUNCTION, Pages 284-297
CHAPTER VIII - IDENTIFICATION OF THE PFQ AND G-FUNCTIONS WITH THE SPECIAL FUNCTIONS, Pages 298-310
CHAPTER IX - BESSEL FUNCTIONS AND THEIR INTEGRALS, Pages 311-412
CHAPTER X - LOMMEL FUNCTIONS, STRUVE FUNCTIONS, AND ASSOCIATED BESSEL FUNCTIONS, Pages 413-427
CHAPTER XI - ORTHOGONAL POLYNOMIALS, Pages 428-482
CHAPTER XII - COMPUTATION BY USE OF RECURRENCE FORMULAS, Pages 483-489
CHAPTER XIII - SOME ASPECTS OF RATIONAL AND POLYNOMIAL APPROXIMATIONS, Pages 490-504
CHAPTER XIV - MISCELLANEOUS TOPICS, Pages 505-516
BIBLIOGRAPHY, Pages 517-544
NOTATION INDEX, Pages 545-550
SUBJECT INDEX, Pages 551-568