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On an integral equation with the Riemann function kernel in many applied problems, including transmutation theory, inverse scattering problems, the solution
ON INDIRECT REPRESENTABILITY OF FOURTH ORDER ORDINARY DIFFERENTIAL EQUATION IN FORM OF HAMILTON-OSTROGRADSKY EQUATIONS in the investigation of the potentiality property of the considered equation. It is well known that the problem
Determination of source and variable coefficient in the inverse problem for the wave’s equationInvestigated the one-dimensional inverse problem with an unknown source and an unknown variable
Local Solvability and Stability of an Inverse Spectral Problem for Higher-Order Differential Operators coefficients. The inverse problem consists of the recovery of differential equation coefficients from (Formula
Solving Barcilon's inverse problems by the method of spectral mappingsIn this paper, we consider Barcilon's inverse problem, which consists in the recovery of the fourth
Inverse Problems in Models of Resource DistributionWe continue to study the problem of modeling of substitution of production factors motivated
Regularization and Inverse Spectral Problems for Differential Operators with Distribution Coefficients independently of the associated matrix. The uniqueness theorems are proved for the inverse problems by the Weyl
Inverse moving source problem for time-fractional evolution equations: determination of profilesThis article is concerned with two inverse problems on determining moving source profile functions
Quasisolutions of one inverse boundary-value problem of aerohydromechanicsWe study one ill-posed problem, namely, the inverse boundary-value problem of aerohydromechanics
Inverse problem of laser light scattering in an integrated optical waveguide: 2D solution with accurate input dataA linear inverse problem of light scattering in an integrated optical waveguide with 2D statistical
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