Recently developed the Anli-Gungor scattering function is applied to the Milne problem in this study. It is the function of Legendre polynomials with t parameter which can be called as scattering parameter. The extrapolation distance values are calculated for varying t parameters and varying secondary neutron numbers with the H-N method. The numerical results are calculated by 40th approximation in order to get high precision results. The calculated extrapolation distance results are very convergence. Since there is no a similar study for the Milne problem with the Anli-Gungor scattering in the literature, the interpolation technique is applied to the H-N method results. Thus, the isotropic scattering results could be determined by t -> 0 limit.
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机译：本文将最近开发的Anli-Gungor散射函数应用于Milne问题。它是具有 t 参数的勒让德多项式的函数，可以称为散射参数。使用H-N方法计算不同t参数和不同二次中子数的外推距离值。数值结果采用40次近似计算，以获得高精度结果。计算得到的外推距离结果非常收敛。由于文献中没有类似的Anli-Gungor散射Milne问题研究，因此将插值技术应用于H-N方法结果。因此，各向同性散射结果可以通过 t -> 0 极限来确定。
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