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More about Mathematica ยป |
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New Classes of Special Functions |
Mathematica has long had by far the world's broadest and deepest coverage of special functions. Mathematica 6 builds on the latest special function R&D at Wolfram Research to add support for several major new classes of special functions, all fully integrated with arbitrary-precision evaluation, series and asymptotic expansion, symbolic integration, differential equations, etc. Mathematica 6 also introduces a major new methodology that greatly expands the simplification of hypergeometric-related functions.
- Hankel, Kelvin, spherical Bessel and spherical Hankel functions. »
- Whittaker and parabolic cylinder functions. »
- Full support for spheroidal functions. »
- Functions for Bessel and Airy zeros, and Riemann zeta zeros. »
- Generalized Siegel theta function. »
- Extended evaluation domains for polygamma, pFq and Meijer G functions.
- New automated recurrence relation methods for special function simplification. »
- Algorithmic expansion of all known hypergeometric congruence classes. »
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Related Functions
HankelH1 
HankelH2 SphericalBesselJ SphericalBesselY SphericalHankelH1 SphericalHankelH2 KelvinBer KelvinBei KelvinKer KelvinKei WhittakerM WhittakerW ParabolicCylinderD SpheroidalPS SpheroidalQS SpheroidalS1 SpheroidalS2 SpheroidalEigenvalue BesselJZero BesselYZero AiryAiZero AiryBiZero ZetaZero ZernikeR SiegelTheta
HankelH2 SphericalBesselJ SphericalBesselY SphericalHankelH1 SphericalHankelH2 KelvinBer KelvinBei KelvinKer KelvinKei WhittakerM WhittakerW ParabolicCylinderD SpheroidalPS SpheroidalQS SpheroidalS1 SpheroidalS2 SpheroidalEigenvalue BesselJZero BesselYZero AiryAiZero AiryBiZero ZetaZero ZernikeR SiegelThetaMore About