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gptkb:Chebyshev_polynomials_of_the_second_kind
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U_3(x) = 8x^3 -4x
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gptkb:Legendre_polynomials
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P_3(x) = (5x^3 -3x)/2
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gptkb:Chebyshev_polynomials_of_the_second_kind
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U_0(x) = 1
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gptkb:Legendre_polynomials
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P_2(x) = (3x^2 -1)/2
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gptkb:Legendre_polynomials
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P_4(x) = (35x^4 -30x^2 + 3)/8
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gptkb:Chebyshev_polynomials_of_the_second_kind
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U_2(x) = 4x^2 -1
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gptkb:Legendre_polynomials
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P_0(x) = 1
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gptkb:Chebyshev_polynomials_of_the_second_kind
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U_1(x) = 2x
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gptkb:Legendre_polynomials
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P_1(x) = x
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gptkb:Chebyshev_polynomials_of_the_second_kind
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U_4(x) = 16x^4 -12x^2 + 1
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