C3. Polynomials

Functions
Function	WAlaguerre (N As Long, M As Long, X As Double)
	Associated Laguerre polynomial Lnm(x)
Function	WAlegendre (N As Long, M As Long, X As Double)
	Associated Legendre polynomial Pn(x)
Function	WChebt (N As Long, X As Double)
	Chebyshev polynomial of first kind Tn(x)
Function	WChebtd (N As Long, X As Double)
	Derivative of Chebyshev polynomial of first kind Tn'(x)
Function	WChebu (N As Long, X As Double)
	Chebyshev polynomial of second kind Un(x)
Function	WGegenbauer (N As Long, Lambda As Double, X As Double)
	Gegenbauer polynomial Cn(λ)(x)
Function	WGegenbauerd (N As Long, Lambda As Double, X As Double, K As Long)
	K-th derivative of Gegenbauer polynomial Cn(λ)(x)
Function	WGegenbauerd1 (N As Long, Lambda As Double, X As Double)
	First derivative of Gegenbauer polynomial Cn(λ)(x)
Function	WHermite (N As Long, X As Double)
	Hermite polynomial Hn(x)
Function	WJacobi (N As Long, Alpha As Double, Beta As Double, X As Double)
	Jacobi polynomial Pn(α, β)(x)
Function	WJacobid (N As Long, Alpha As Double, Beta As Double, X As Double, K As long)
	K-th derivative of Jacobi polynomial Pn(α, β)(x)
Function	WJacobid1 (N As Long, Alpha As Double, Beta As Double, X As Double)
	First derivative of Jacobi polynomial Pn(α, β)(x)
Function	WJacobid2 (N As Long, Alpha As Double, Beta As Double, X As Double)
	Second derivative of Jacobi polynomial Pn(α, β)(x)
Function	WLaguerre (N As Long, X As Double)
	Laguerre polynomial Ln(x)
Function	WLegendre (N As Long, X As Double)
	Legendre polynomial Pn(x)
Function	WLegendred (N As Long, X As Double)
	Derivative of Legendre polynomial Pn'(x)
Function	WSharmonic (L As Long, M As Long, Theta As Double, Phi As Double)
	Spherical harmonic Ylm(θ, φ)
Function	WSharmonici (L As Long, M As Long, Theta As Double, Phi As Double)
	Imaginary part of spherical harmonic Ylm(θ, φ)
Function	WSharmonicr (L As Long, M As Long, Theta As Double, Phi As Double)
	Real part of spherical harmonic Ylm(θ, φ)

Detailed Description

This is the group of C3. Polynomials.