1class=OrthogonalUniVariatePolynomialFunctionFactory measure=class=Uniform name=Uniform dimension=1 a=-1 b=1
2order= 0 1 X= [0.4] f(X)= [1] df(X)= [0] d2f(X)= [0]
3order= 1 1.73205 * X X= [0.4] f(X)= [0.69282] df(X)= [1.73205] d2f(X)= [0]
4order= 2 -1.11803 + 3.3541 * X^2 X= [0.4] f(X)= [-0.581378] df(X)= [2.68328] d2f(X)= [6.7082]
5order= 3 -3.96863 * X + 6.61438 * X^3 X= [0.4] f(X)= [-1.16413] df(X)= [-0.793725] d2f(X)= [15.8745]
6order= 4 1.125 - 11.25 * X^2 + 13.125 * X^4 X= [0.4] f(X)= [-0.339] df(X)= [-5.64] d2f(X)= [2.7]
7order= 5 6.21867 * X - 29.0205 * X^3 + 26.1184 * X^5 X= [0.4] f(X)= [0.897611] df(X)= [-4.36799] d2f(X)= [-36.2175]
8order= 6 -1.12673 + 23.6614 * X^2 - 70.9843 * X^4 + 52.0551 * X^6 X= [0.4] f(X)= [1.05511] df(X)= [3.95543] d2f(X)= [-48.9886]
9order= 7 -8.47215 * X + 76.2494 * X^3 - 167.749 * X^5 + 103.844 * X^7 X= [0.4] f(X)= [-0.0565084] df(X)= [9.63315] d2f(X)= [12.9417]
10order= 8 1.12741 - 40.5868 * X^2 + 223.228 * X^4 - 386.928 * X^6 + 207.283 * X^8 X= [0.4] f(X)= [-1.10087] df(X)= [3.62085] d2f(X)= [97.8084]
11order= 9 10.727 * X - 157.329 * X^3 + 613.583 * X^5 - 876.547 * X^7 + 413.925 * X^9 X= [0.4] f(X)= [-0.822801] df(X)= [-8.94324] d2f(X)= [79.6399]
12