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In the present paper, the new absolute stable difference schemes for the numerical solution

Elaboration of a complex algorithm of neural network solution of the inverse problem of electrical

one. An extension is proposed for the Jacobi algorithm, which constructs a sequence converging to a

maximization problems. This property enables us to suggest certain algorithms based on the parametric dual

of the Jacobi algorithm for the above problem containing a composition of such mappings. Being based on its

One of the key parts of the crystal structure solution process from powder diffraction data

logical choice. Variation principle of the basic solution is used. An algorithm contains an additional

-Analytical algorithm for solving the rendezvous problem is offered, that allows determining the parameters of dozens

and propose extensions of Jacobi algorithms to find its solution. A modified double iteration process yields

if the set cover algorithm is greedy. The exact algorithm we propose finds optimal solution in three steps

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