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XLPack 7.0
XLPack Numerical Library (C API) Reference Manual
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XLPack 7.0
XLPack Numerical Library (C API) Reference Manual
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Functions | |
| double | alaguerre (unsigned int n, unsigned int m, double x) |
| Associated Laguerre polynomial Lnm(x) | |
| double | alegendre (unsigned int n, unsigned int m, double x) |
| Associated Legendre polynomial Pnm(x) | |
| double | chebs (double c[], size_t n, double x) |
| Evaluation of Chebyshev series | |
| double | chebt (unsigned int n, double x) |
| Chebyshev polynomial of first kind Tn(x) | |
| double | chebtd (unsigned int n, double x) |
| Derivative of Chebyshev polynomial of first kind Tn'(x) | |
| double | chebu (unsigned int n, double x) |
| Chebyshev polynomial of second kind Un(x) | |
| double | gegenbauer (unsigned int n, double lambda, double x) |
| Gegenbauer polynomial Cn(λ)(x) | |
| double | gegenbauerd (unsigned int n, double lambda, double x, unsigned int k) |
| k-th derivative of Gegenbauer polynomial Cn(λ)(x) | |
| double | gegenbauerd1 (unsigned int n, double lambda, double x) |
| First derivative of Gegenbauer polynomial Cn(λ)(x) | |
| double | hermite (unsigned int n, double x) |
| Hermite polynomial Hn(x) | |
| double | jacobi (unsigned int n, double alpha, double beta, double x) |
| Jacobi polynomial Pn(α, β)(x) | |
| double | jacobid (unsigned int n, double alpha, double beta, double x, unsigned int k) |
| k-th derivative of Jacobi polynomial Pn(α, β)(x) | |
| double | jacobid1 (unsigned int n, double alpha, double beta, double x) |
| First derivative of Jacobi polynomial Pn(α, β)(x) | |
| double | jacobid2 (unsigned int n, double alpha, double beta, double x) |
| Second derivative of Jacobi polynomial Pn(α, β)(x) | |
| double | laguerre (unsigned int n, double x) |
| Laguerre polynomial Ln(x) | |
| double | legendre (unsigned int n, double x) |
| Legendre polynomial Pn(x) | |
| double | legendred (unsigned int n, double x) |
| Derivative of Legendre polynomial Pn(x) | |
| doublecomplex | sharmonic (unsigned int l, int m, double theta, double phi) |
| Spherical harmonic Ylm(θ, φ) | |
| void | sharmonic_sub (unsigned int l, int m, double theta, double phi, std::complex< double > *z) |
| Spherical harmonic Ylm(θ, φ) | |
| double | sharmonici (unsigned int l, int m, double theta, double phi) |
| Imaginary part of spherical harmonic Ylm(θ, φ) | |
| double | sharmonicr (unsigned int l, int m, double theta, double phi) |
| Real part of spherical harmonic Ylm(θ, φ) | |
This is the group of C3. Polynomials.
1.9.7