WAlaguerre WAlegendre WChebt WChebtd WChebu WGegenbauer WGegenbauerd WGegenbauerd1 WHermite WJacobi WJacobid WJacobid1 WJacobid2 WLaguerre WLegendre WLegendred WSharmonic WSharmonici WSharmonicr

WJacobid() 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) Purpose This function computes the k-th derivative of the Jacobi polynomial. Returns The k-th derivative of Jacobi polynomial Pn(α, β)(x). Parameters [in] N Degree of polynomial n. (N >= 0) [in] Alpha Parameter α. [in] Beta Parameter β. [in] X Argument x. [in] K Computes the K-th derivative. (K >= 0) Reference boost/math/special_functions