Description: The computation of the gamma function with the approximation valueThe computation of the gamma function using the Lanczos algorithm for numerical natureCalculation of beta function with the gamma function valueUsing the approximation method to calculate the incomplete gamma function valueUsing the approximation method to calculate the incomplete Beta function valueThe computation of the gamma function with the approximation valueUsing the approximation method to calculate the second class of integer order Bessel functionsThe first class of integer order Bessel function to calculate the variant of the approximation valueCalculation of second types of integer order Bessel function variant value using the approximation methodThe calculation error function value by the Gauss integralSine integral value calculated by Gauss integralIntegral cosine value calculated by Gauss integralTo calculate the exponential integral value by the Gauss integralCalculation of exponential integral value using
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特殊函数计算\bessel.m
............\bessel2.m
............\besselm.m
............\besselm2.m
............\Beta.m
............\betap.m
............\CIx.m
............\EIx.m
............\EIx2.m
............\Ellipint1.m
............\Ellipint2.m
............\ErrFunc.m
............\factbygama.m
............\gamafun.m
............\gamap.m
............\IntGauss.m
............\IntGaussLager.m
............\IntSimpson.m
............\lngama.m
............\SIx.m
............\SmartSimpson.m
特殊函数计算
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