| Chapter Introduction | |
| S01BAF | ln (1+x) |
| S01EAF | Complex exponential, e^z |
| S07AAF | tan x |
| S09AAF | arcsin x |
| S09ABF | arccos x |
| S10AAF | tanh x |
| S10ABF | sinh x |
| S10ACF | cosh x |
| S11AAF | arctanh x |
| S11ABF | arcsinh x |
| S11ACF | arccosh x |
| S13AAF | Exponential integral E1 (x) |
| S13ACF | Cosine integral Ci(x) |
| S13ADF | Sine integral Si(x) |
| S14AAF | Gamma function |
| S14ABF | Log Gamma function |
| S14ACF | ψ (x) - ln x |
| S14ADF | Scaled derivatives of ψ (x) |
| S14AEF | Polygamma function ψ(n)(x) for real x |
| S14AFF | Polygamma function ψ(n)(z) for complex z |
| S14BAF | Incomplete Gamma functions P(a,x) and Q(a,x) |
| S15ABF | Cumulative Normal distribution function P(x) |
| S15ACF | Complement of cumulative Normal distribution function Q(x) |
| S15ADF | Complement of error function erfc(x) |
| S15AEF | Error function erf(x) |
| S15AFF | Dawson's integral |
| S15DDF | Scaled complex complement of error function, exp(-z2) erfc(-iz) |
| S17ACF | Bessel function Y0 (x) |
| S17ADF | Bessel function Y1 (x) |
| S17AEF | Bessel function J0 (x) |
| S17AFF | Bessel function J1 (x) |
| S17AGF | Airy function Ai(x) |
| S17AHF | Airy function Bi(x) |
| S17AJF | Airy function Ai'(x) |
| S17AKF | Airy function Bi'(x) |
| S17ALF | Zeros of Bessel functions Jα(x), J'α(x), Yα(x) or Y'α(x) |
| S17DCF | Bessel functions Yν+a(z), real a ≥ 0, complex z, ν =0,1, 2,... |
| S17DEF | Bessel functions Jν+a(z), real a ≥ 0, complex z, ν =0,1, 2,... |
| S17DGF | Airy functions Ai(z) and Ai'(z), complex z |
| S17DHF | Airy functions Bi(z) and Bi'(z), complex z |
| S17DLF | Hankel functions Hν+a(j)(z), j=1,2, real a ≥ 0, complex z, ν =0,1,2,... |
| S18ACF | Modified Bessel function K0 (x) |
| S18ADF | Modified Bessel function K1 (x) |
| S18AEF | Modified Bessel function I0 (x) |
| S18AFF | Modified Bessel function I1(x) |
| S18CCF | Modified Bessel function exK0(x) |
| S18CDF | Modified Bessel function exK1(x) |
| S18CEF | Modified Bessel function e-|x|I0(x) |
| S18CFF | Modified Bessel function e-|x|I1(x) |
| S18DCF | Modified Bessel functions Kν+a(z), real a ≥ 0, complex z, ν =0,1,2,... |
| S18DEF | Modified Bessel functions Iν+a(z), real a ≥ 0, complex z, ν =0,1,2,... |
| S19AAF | Kelvin function ber x |
| S19ABF | Kelvin function bei x |
| S19ACF | Kelvin function ker x |
| S19ADF | Kelvin function kei x |
| S20ACF | Fresnel integral S(x) |
| S20ADF | Fresnel integral C(x) |
| S21BAF | Degenerate symmetrised elliptic integral of 1st kind RC(x,y) |
| S21BBF | Symmetrised elliptic integral of 1st kind RF(x,y,z) |
| S21BCF | Symmetrised elliptic integral of 2nd kind RD(x,y,z) |
| S21BDF | Symmetrised elliptic integral of 3rd kind RJ(x,y,z,r) |
| S21CAF | Jacobian elliptic functions sn, cn and dn of real argument |
| S21CBF | Jacobian elliptic functions sn, cn and dn of complex argument |
| S21CCF | Jacobian theta functions θk (x,q) of real argument |
| S21DAF | General elliptic integral of 2nd kind F(z,k',a,b) of complex argument |
| S22AAF | Legendre functions of 1st kind Pnm (x) or Pnmx |