- MP
- Mathematical & Physical Constants
- AL
- Algebraic & Analytical Methods
by R. Roy, F. Olver and R. Askey
- AS
- Asymptotic Approximations
by F. Olver and R. Wong
- NM
- Numerical Methods
- CA
- Computer Algebra
- EF
- Elementary Functions
by R. Roy, F. Olver and S. Krantz
- GA
- Gamma Function
by R. Askey and R. Roy
- EX
- Exponential Integral, Logarithmic Integral, Sine & Cosine Integrals
by N. M. Temme
- ER
- Error Functions, Dawson's Integral & Fresnel Integrals
by N. M. Temme
- IG
- Incomplete Gamma & Related Functions
by R. Paris
- AI
- Airy & Related Functions
by F. Olver
- BS
- Bessel Functions
- ST
- Struve Functions & Related Functions
by R. Paris
- CH
- Confluent Hypergeometric Functions
by A. Olde Daalhuis
- CW
- Coulomb Functions
by M. Seaton
- PC
- Parabolic Cylinder Functions
by N. M. Temme
- LE
- Legendre and Associated Legendre Functions
by T. M. Dunster
- TJ
- 3j, 6j, 9j Symbols
- HY
- Hypergeometric Functions
by A. B. Olde Daalhuis
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- GH
- Generalized Hypergeometric Functions and Meijer G-Function
- FM
- Functions of Matrix Argument
- QH
- q-Hypergeometric Functions
- CP
- Classical Orthogonal Polynomials
- EL
- Elliptic Integrals
by B. Carlson
- TH
- Theta Functions
by P. L. Walker and W. P. Reinhardt
- MT
- Multidimensional Theta Functions
by B. Deconinck
- JA
- Jacobian Elliptic Functions
- WE
- Weierstrass Elliptic & Modular Functions
- BP
- Bernoulli & Euler Numbers & Polynomials
by K. Dilcher
- ZE
- Zeta & Related Functions
by T. M. Apostol
- CM
- Combinatorial Analysis
by D. Bressoud
- NT
- Functions of Number Theory
by T. Apostol
- MA
- Mathieu Functions & Hill's Equation
by G. Wolf
- LA
- Lamé Functions
by H. Volkmer
- SW
- Spheroidal Wave Functions
by H. Volkmer
- HE
- Heun Functions
by B. Sleeman and V. Kuznetsov
- PT
- Painlevé Transcendents
- IC
- Integrals with Coalescing Saddles
by M. Berry and C. Howls
- SM
- Statistical Methods & Distributions
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