Bibliography W
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H. S. Wall (1948)
Analytic Theory of Continued Fractions,
D. Van Nostrand Company, Inc. [ISBN 0-8218-2106-7].
Note: Reprinted by Chelsea Publishing, New York, 1973 and AMS Chelsea
Publishing, Providence, RI, 2000.
Links: MathReviews (R. C. Buck)
Cited by: §GA.10
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T. Watanabe, M. Natori and T. Oguni (Eds.) (1994)
Mathematical Software for the P.C. and Work Stations – A
Collection of Fortran 77 Programs,
North-Holland Publishing Co. [ISBN 0-444-82000-0].
Note: Translated from the 1989 Japanese original. With 1 IBM-PC floppy
disk (5.25 inch). Double precision
Links: MathReviews
Cited by: §GA.24(ii), §GA.24(iv)
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E. J. Weniger (2003)
A rational approximant for the digamma function,
Numer. Algorithms 33 (1-4), pp. 499–507 [ISSN 1017-1398].
Note: International Conference on Numerical Algorithms, Vol. I
(Marrakesh, 2001)
Links: FullText,
MathReviews
Cited by: §GA.23(i)
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E. T. Whittaker and G. N. Watson (1927)
A Course of Modern Analysis,
Fourth edition, Cambridge University Press.
Note: Reprinted in 1996. Table errata: Math. Comp. v. 36 (1981), no. 153,
p. 319.
Links: MathReviews
Cited by: Tab.GA.1.2, §GA.11(ii), §GA.17, §GA.8, §GA.9(i), §GA.9(i), §GA.9(ii), §GA.9, Ch.GA
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J. Wrench (1968)
Concerning two series for the gamma function,
Math. Comp. 22 (103), pp. 617–626.
Links: FullText,
MathReviews (I. A. Stegun)
Cited by: §GA.11(i), §GA.7(i), §GA.7(i), §GA.7
