File: t_FourierSeriesFactory_std.expout

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class=FourierSeriesFactory measure=class=Uniform name=Uniform dimension=1 a=-3.14159 b=3.14159
order= 0 f:X -> 1 X= [0.4] f(X)= [1] df(X)= [0] d2f(X)= [0]
order= 1 f:X -> sqrt(2) * sin(X) X= [0.4] f(X)= [0.550721] df(X)= [1.30258] d2f(X)= [-0.550721]
order= 2 f:X -> sqrt(2) * cos(X) X= [0.4] f(X)= [1.30258] df(X)= [-0.550721] d2f(X)= [-1.30258]
order= 3 f:X -> sqrt(2) * sin(2 * X) X= [0.4] f(X)= [1.01449] df(X)= [1.97058] d2f(X)= [-4.05798]
order= 4 f:X -> sqrt(2) * cos(2 * X) X= [0.4] f(X)= [0.985292] df(X)= [-2.02899] d2f(X)= [-3.94117]
order= 5 f:X -> sqrt(2) * sin(3 * X) X= [0.4] f(X)= [1.3181] df(X)= [1.53735] d2f(X)= [-11.8629]
order= 6 f:X -> sqrt(2) * cos(3 * X) X= [0.4] f(X)= [0.512451] df(X)= [-3.95431] d2f(X)= [-4.61206]
order= 7 f:X -> sqrt(2) * sin(4 * X) X= [0.4] f(X)= [1.41361] df(X)= [-0.165177] d2f(X)= [-22.6178]
order= 8 f:X -> sqrt(2) * cos(4 * X) X= [0.4] f(X)= [-0.0412944] df(X)= [-5.65444] d2f(X)= [0.66071]
order= 9 f:X -> sqrt(2) * sin(5 * X) X= [0.4] f(X)= [1.28594] df(X)= [-2.9426] d2f(X)= [-32.1485]