IntegrationRules.GaussJacobi Method

public static SimpleIntegrationRule GaussJacobi(
	int n,
	double alpha,
	double beta
)

Public Shared Function GaussJacobi ( 
	n As Integer,
	alpha As Double,
	beta As Double
) As SimpleIntegrationRule

public:
static SimpleIntegrationRule^ GaussJacobi(
	int n, 
	double alpha, 
	double beta
)

static member GaussJacobi : 
        n : int * 
        alpha : float * 
        beta : float -> SimpleIntegrationRule 

Parameters

n  Int32

The number of points in the quadrature rule.

alpha  Double

The alpha parameter of the Jacobi polynomial. Must be greater than -1.

beta  Double

The beta parameter of the Jacobi polynomial. Must be greater than -1.

Return Value

Gauss-Jacobi rules are a form of Gaussian quadrature based on Jacobi polynomials.

The rule is valid over the interval [-1, 1].

Reference