Special Functions

40 built-in function(s) in this category.

• AiryAi — AiryAi[z] (Stable)
• AiryBi — AiryBi[z] (Stable)
• BarnesG — BarnesG[z] (Stable)
• BernoulliB — BernoulliB[n] (Stable)
• BesselI — BesselI[n, z] (Stable)
• BesselJ — BesselJ[n, z] (Stable)
• BesselK — BesselK[n, z] (Stable)
• BesselY — BesselY[n, z] (Stable)
• Beta — Beta[a, b] (Stable)
• CosIntegral — CosIntegral[z] (Stable)
• CoshIntegral — CoshIntegral[z] (Stable)
• Erf — Erf[z] (Stable)
• Erfc — Erfc[z] (Stable)
• Erfi — Erfi[z] (Stable)
• EulerE — EulerE[n] (Stable)
• ExpIntegralEi — ExpIntegralEi[z] (Stable)
• Gamma — Gamma[z] (Stable)
• HarmonicNumber — HarmonicNumber[n] (Stable)
• HurwitzZeta — HurwitzZeta[s, a] (Stable)
• Hyperfactorial — Hyperfactorial[n] (Stable)
• Hypergeometric0F1 — Hypergeometric0F1[b, z] (Stable)
• Hypergeometric1F1 — Hypergeometric1F1[a, b, z] (Stable)
• Hypergeometric2F1 — Hypergeometric2F1[a, b, c, z] (Stable)
• HypergeometricPFQ — HypergeometricPFQ[{a1, ...}, {b1, ...}, z] (Stable)
• InverseErf — InverseErf[s] (Stable)
• InverseErfc — InverseErfc[s] (Stable)
• LegendreP — LegendreP[n, x] (Stable)
• LerchPhi — LerchPhi[z, s, a] (Stable)
• LogGamma — LogGamma[z] (Stable)
• LogIntegral — LogIntegral[z] (Stable)
• Pochhammer — Pochhammer[a, n] (Stable)
• PolyGamma — PolyGamma[z] (Stable)
• PolyLog — PolyLog[n, z] (Stable)
• ProductLog — ProductLog[z] (Stable)
• QPochhammer — QPochhammer[a, q, n] (Stable)
• SinIntegral — SinIntegral[z] (Stable)
• Sinc — Sinc[z] (Stable)
• SinhIntegral — SinhIntegral[z] (Stable)
• StieltjesGamma — StieltjesGamma[n] (Stable)
• Zeta — Zeta[s] (Stable)