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ON THE POTENTIALITY OF A CLASS OF OPERATORS RELATIVE TO LOCAL BILINEAR FORMSThe inverse problem of the calculus of variations (IPCV) is solved for a second-order ordinary
Inverse Scattering and Loaded Modified Korteweg-de Vries Equation decreasing" functions is considered in this paper. The main result of this work is a theorem on
the evolution
A study of generalized hypergeometric Matrix functions via two-parameter Mittag-Leffler matrix function function, which is very important in scattering theory and inverse scattering theory. © 2022 Shilpi Jain
Optimal distribution of a heat source within a thermopenetrator the heater is the unknown function. The existence of the unique solution of this inverse problem is proved
A stability result for the determination of order in time-fractional diffusion equationsThis paper deals with an inverse problem of the determination of the fractional order in time
Initial-boundary value problems for multi-term time-fractional diffusion equations with x-dependent coefficients-fractional diffusion equation with x-dependent coefficients. By means of the Mittag-Leffler functions
Maximization of the lift coefficient of airfoils equipped with active flow control devices of inverse boundary-value problems of aerohydrodynamics. The initial problem with limitations is reduced
An algorithm for the differentiation of arbitrary order in the solution of inversion problems in applied spectroscopyWe describe algorithms for the solution of inversion problems in atomic absorption and resonance
Application of the minimum principle of a tikhonov smoothing functional in the problem of processing thermographic data function from the surface of the object under study to the heat sources. The continuation is performed
Explicit forms for the Schwarz integrals in an annulus and their applications problem and the Laurent series for a regular function f(z) that is the solution of the Schwarz problem. We
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