15-May-2025 08:54:54 legendre_fast_rule_test(): MATLAB/Octave version 6.4.0 Test legendre_fast_rule(). 15-May-2025 08:54:54 legendre_fast_rule(): MATLAB/Octave version 6.4.0 Compute a Gauss-Legendre rule for approximating Integral ( a <= x <= b ) f(x) dx of order N. The computed rule is written to 3 files: * leg_oN_w.txt - the weight file * leg_oN_x.txt - the abscissa file. * leg_oN_r.txt - the region file. The requested order N = 15 The left endpoint A = 0.000000 The right endpoint B = 2.000000 Computation required 0.003301 seconds. Weight file will be "leg_o15_w.txt". Abscissa file will be "leg_o15_x.txt". Region file will be "leg_o15_r.txt". legendre_fast_rule(): Normal end of execution. 15-May-2025 08:54:54 legendre_fast_rule_test(): Normal end of execution. 15-May-2025 08:54:54