Invariant Imbedding and the Solution of Fredholm Integral Equations with Displacement Kernels: Comparative Numerical Experiments

Invariant Imbedding and the Solution of Fredholm Integral Equations with Displacement Kernels: Comparative Numerical Experiments

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Compares the relative efficiencies of the invariant imbedding method with the traditional solution techniques of successive approximations (Picard method), linear algebraic equations, and Sokolov's method of averaging functional corrections in solving numerically two representatives of a class of Fredholm integral equations.