12 October 2012 08:33:34 AM VANDERMONDE_APPROX_2D_TEST: C++ version Test the VANDERMONDE_APPROX_2D library. This test also needs the TEST_INTERP_2D library. TEST01: Approximate data from TEST_INTERP_2D problem #1 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0273665 TEST01: Approximate data from TEST_INTERP_2D problem #1 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.0146671 TEST01: Approximate data from TEST_INTERP_2D problem #1 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.0122564 TEST01: Approximate data from TEST_INTERP_2D problem #1 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00656543 TEST01: Approximate data from TEST_INTERP_2D problem #1 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.00144788 TEST01: Approximate data from TEST_INTERP_2D problem #2 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0100644 TEST01: Approximate data from TEST_INTERP_2D problem #2 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00468829 TEST01: Approximate data from TEST_INTERP_2D problem #2 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.00468413 TEST01: Approximate data from TEST_INTERP_2D problem #2 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00300146 TEST01: Approximate data from TEST_INTERP_2D problem #2 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.00110664 TEST01: Approximate data from TEST_INTERP_2D problem #3 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0094149 TEST01: Approximate data from TEST_INTERP_2D problem #3 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00832351 TEST01: Approximate data from TEST_INTERP_2D problem #3 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.00436866 TEST01: Approximate data from TEST_INTERP_2D problem #3 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00164568 TEST01: Approximate data from TEST_INTERP_2D problem #3 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.000116524 TEST01: Approximate data from TEST_INTERP_2D problem #4 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.00828357 TEST01: Approximate data from TEST_INTERP_2D problem #4 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00827511 TEST01: Approximate data from TEST_INTERP_2D problem #4 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.00267982 TEST01: Approximate data from TEST_INTERP_2D problem #4 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.000575185 TEST01: Approximate data from TEST_INTERP_2D problem #4 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 5.34508e-06 TEST01: Approximate data from TEST_INTERP_2D problem #5 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.00726498 TEST01: Approximate data from TEST_INTERP_2D problem #5 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00726375 TEST01: Approximate data from TEST_INTERP_2D problem #5 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.00499903 TEST01: Approximate data from TEST_INTERP_2D problem #5 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00291062 TEST01: Approximate data from TEST_INTERP_2D problem #5 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.000362044 TEST01: Approximate data from TEST_INTERP_2D problem #6 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0086155 TEST01: Approximate data from TEST_INTERP_2D problem #6 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00860026 TEST01: Approximate data from TEST_INTERP_2D problem #6 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.000721886 TEST01: Approximate data from TEST_INTERP_2D problem #6 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 9.40424e-05 TEST01: Approximate data from TEST_INTERP_2D problem #6 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 9.50941e-07 TEST01: Approximate data from TEST_INTERP_2D problem #7 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.100742 TEST01: Approximate data from TEST_INTERP_2D problem #7 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.099925 TEST01: Approximate data from TEST_INTERP_2D problem #7 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.0992833 TEST01: Approximate data from TEST_INTERP_2D problem #7 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.0884775 TEST01: Approximate data from TEST_INTERP_2D problem #7 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.0414643 TEST01: Approximate data from TEST_INTERP_2D problem #8 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0475956 TEST01: Approximate data from TEST_INTERP_2D problem #8 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.0475569 TEST01: Approximate data from TEST_INTERP_2D problem #8 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.0332931 TEST01: Approximate data from TEST_INTERP_2D problem #8 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.0202042 TEST01: Approximate data from TEST_INTERP_2D problem #8 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.00521182 TEST01: Approximate data from TEST_INTERP_2D problem #9 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 2.11162 TEST01: Approximate data from TEST_INTERP_2D problem #9 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 2.0965 TEST01: Approximate data from TEST_INTERP_2D problem #9 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 2.02805 TEST01: Approximate data from TEST_INTERP_2D problem #9 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 1.74806 TEST01: Approximate data from TEST_INTERP_2D problem #9 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.674845 TEST01: Approximate data from TEST_INTERP_2D problem #10 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.020071 TEST01: Approximate data from TEST_INTERP_2D problem #10 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.0200554 TEST01: Approximate data from TEST_INTERP_2D problem #10 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.0177757 TEST01: Approximate data from TEST_INTERP_2D problem #10 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.0144741 TEST01: Approximate data from TEST_INTERP_2D problem #10 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.00675567 TEST01: Approximate data from TEST_INTERP_2D problem #11 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0517436 TEST01: Approximate data from TEST_INTERP_2D problem #11 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.00993196 TEST01: Approximate data from TEST_INTERP_2D problem #11 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 3.25133e-17 TEST01: Approximate data from TEST_INTERP_2D problem #11 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 4.10182e-17 TEST01: Approximate data from TEST_INTERP_2D problem #11 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 4.62134e-17 TEST01: Approximate data from TEST_INTERP_2D problem #12 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0410577 TEST01: Approximate data from TEST_INTERP_2D problem #12 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.0274178 TEST01: Approximate data from TEST_INTERP_2D problem #12 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.0179013 TEST01: Approximate data from TEST_INTERP_2D problem #12 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00472123 TEST01: Approximate data from TEST_INTERP_2D problem #12 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.000145301 TEST01: Approximate data from TEST_INTERP_2D problem #13 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 0 Number of data points = 100 L2 data approximation error = 0.0105611 TEST01: Approximate data from TEST_INTERP_2D problem #13 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 1 Number of data points = 100 L2 data approximation error = 0.0105584 TEST01: Approximate data from TEST_INTERP_2D problem #13 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 2 Number of data points = 100 L2 data approximation error = 0.00747809 TEST01: Approximate data from TEST_INTERP_2D problem #13 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 4 Number of data points = 100 L2 data approximation error = 0.00516357 TEST01: Approximate data from TEST_INTERP_2D problem #13 Use grid from TEST_INTERP_2D with index #1 Using polynomial approximant of total degree 8 Number of data points = 100 L2 data approximation error = 0.00192338 VANDERMONDE_APPROX_2D_TEST: Normal end of execution. 12 October 2012 08:33:34 AM