BUILDING OF WAVELET SYSTEMS FOR THE DECOMPOSITION OF NON-PERIODIC SIGNAL IN LIMITED AREAS

Considering the integrated equations in problems of electrodynamics on a contour, for example, of the form of a mast with a large number of links, the traditional numerical methods lead to the systems of the linear algebraic equations with the filled matrixes of high orders. It is connected with the huge volumes of calculations, espcially in the sums of modeling of two-dimensional structures. For the solution of such tasks it is expedient to use the wavelet-systems which represent the orthogonal functions systems and have a number of advantages for a wide range of tasks compared to the classical orthogonal functions systems.