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The critical slab problem of the one-speed and one dimensional neutron transport equation for an isotropic homogeneous medium was studied by using the Chebyshev polynomial approximation, i. e. U N  method. The results obtained by the U N  method for various c values, using the two type boundary conditions which are known as Mark and Marshak boundary conditions, are presented in tables. The tables also include the results obtained by the P N  method for comparison.

Application of the U N approximation to the neutron transport equation in slab geometry