NIST Handbook of Mathematical Functions
Publisher: Cambridge University Press; NIST
Published: 2010
Place of publication: New York
Language: eng
Format: Paperback
Number of pages: 951
ISBN-13: 9780521140638
Copyright date: 2010
Notes: Includes CD-ROM with full text of the book in PDF format.
Table of contents: title: Mathematical introduction; title: Algebraic and analytic methods; title: Asymptotic approximations; title: Numerical methods; title: Elementary functions; title: Gamma function; title: Exponential, logarithmic, sine, and cosine integrals; title: Error functions, Dawson's and Fresnel integrals; title: Incomplete gamma and related functions; title: Airy and related functions; title: Bessell functions; title: Struve and related functions; title: Parabolic cylinder functions; title: Confluent hypergeometric functions; title: Legendre and related functions; title: Hypergeometric function; title: Generalized hypergeometric functions and Meijer -G-function; title: q-Hypergeometric and related functions; title: Orthogonal polynomials; title: Elliptic integrals; title: Theta functions; title: Multidimensional theta functions; title: Jacobian elliptic functions; title: Weierstrass elliptic and modular functions; title: Bernoulli and Euler polynomials; title: Zeta and related functions; title: Combinatorial analysis; title: Functions of number theory; title: Mathieu functions and Hill's equation; title: Lame functions; title: Spheroidal wave functions; title: Heun functions; title: Painleve transcendants; title: Coulomb functions; title: 3j, 6j, 9j symbols; title: Functions of matrix argument; title: Integrals with coalescing saddles