**quadmom_test**,
a MATLAB code which
calls quadmom(), which
computes a Gaussian quadrature rule for a weight function rho(x)
based on the Golub-Welsch procedure that only requires knowledge
of the moments of rho(x).

The computer code and data files made available on this web page are distributed under the GNU LGPL license.

quadmom, a MATLAB code which computes a Gaussian quadrature rule for a weight function rho(x) based on the golub-welsch procedure that only requires knowledge of the moments of rho(x).

- quadmom_test.m, calls all the tests;
- quadmom_test.sh, runs all the tests;
- quadmom_test.txt, the output file.

- quadmom_test01.m, demonstrates the procedure for the Legendre weight rho(x)=1 over the interval [-1,+1].
- quadmom_test02.m, demonstrates the procedure for the standard Gaussian weight.
- quadmom_test03.m, demonstrates the procedure for a general Gaussian weight.
- quadmom_test04.m, demonstrates the procedure for the Laguerre weight.
- quadmom_test05.m, demonstrates the procedure for a truncated normal weight.
- quadmom_test06.m, demonstrates the procedure for a lower truncated normal weight.
- quadmom_test07.m, demonstrates the procedure for an upper truncated normal weight.
- quadmom_test08.m, integrates sine(x) against a lower truncated normal weight.