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into account within the framework of the boundary layer model. The method is based on an iterative process

distribution in its meridional cross section. The method is based on an iterative process involving

. The foundation of the method is the iteration process based on the solutions of an inverse problem in the plane

of iterations in the original norm of Hilbert space in case of a self-adjoint operator on the assumption

iterative process

synchronizing the involved computing processes. This allows for accurate termination of asynchronous iterations

on graphics processing units. Several of the most popular solution algorithms were used for this problem

. The criteria for terminating the iterative process is a small amount of energy reflected off the sphere.

into account within the framework of the boundary layer model. The method is based on an iterative process

distribution in its meridional cross section. The method is based on an iterative process involving

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