Abstract
Analytical Regularization Method is generalized on the case of three dimensional diffraction BVP for bowl-shaped screen of revolution. Both Dirichlet and Neumann BVP are solved, i.e. they are reduced to corresponding infinite linear algebraic systems (I+H)x=b, x,b∈l2 of the second kind in space l2 with compact operator in space l2 H. These systems can be used for construction of numerically efficient algorithms that gives solutions with arbitrary necessary accuracy
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