NUMERICAL SOLUTION AND EFFECTIVE ERROR ESTIMATION FOR A NONLOCAL MIXED PROBLEM FOR THE LAPLACE EQUATION IN THE PROCESS OF INTELLIGENT MODELING.

In this paper, the error of the discrete Fourier method for non-local mixed problem is effectively estimated based on a known data obtained in the process of intelligent modeling. Algorithms and the software were developed to solve the problems posed by the discrete analogue of the Fourier method. Numerical experiments were conducted which have confirmed the reliability of the results obtained. [ABSTRACT FROM AUTHOR]