/div><h1>gauss_jacobi_quadrature</h1><pre class="doctext">
[X W] = gauss_jacobi_quadrature(N)

Find the Gauss-Jacobi abscissae and weights.

Arguments:
 N - The number of abscissae and weights to return.

Return Values:
 X - A column vector containing the abscissae.
 W - A column vector containing the corresponding weights.

Gauss-Hermite quadrature approximates definite integrals of the form

    \\int^{-\\infty}_{\\infty} dx W(x) f(x)

where

    W(x) = \\exp( - x^2 )

with the sum

    \\sum_{n=1}^{N} w_