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Solutions of inverse problem of gravimetry on the sphere using "native" wavelet transform simple way of obtaining formal solutions of the inverse problem and easy identification of the causative

CARLEMAN ESTIMATE FOR LINEAR VISCOELASTICITY EQUATIONS AND AN INVERSE SOURCE PROBLEM the Carleman estimate to an inverse source problem of determining a spatially varying factor of the external

Inverse Moving Source Problem for Fractional Diffusion(-Wave) Equations: Determination of OrbitsThis paper is concerned with the inverse problem on determining the orbit of a moving source

Uniqueness for an inverse coefficient problem for a one-dimensional time-fractional diffusion equation with non-zero boundary conditions the uniqueness for an inverse coefficient problem of determining a spatially varying potential and the order

Global Lipschitz stability for an inverse source problem for the Navier–Stokes equationsFor linearized Navier–Stokes equations, we consider an inverse source problem of determining a

Inverse and forward gravity modeling for revealing the crustal structure of Volga-Uralian subcratonInverse and forward gravity modeling for revealing the crustal structure of Volga-Uralian subcraton

Inverse and forward gravity modeling for revealing the crustal structure of Volga-Uralian subcratonInverse and forward gravity modeling for revealing the crustal structure of Volga-Uralian subcraton

An Inverse Problem for Pseudoparabolic Equation with the Mixed Boundary ConditionIn this paper we study the inverse problem on identification of the leading coefficient

INVERSE PROBLEM FOR THE NEWTONIAN POTENTIAL FOR INFINITELY THIN BODY IN STRATIFIED MEDIAThe decision of one of the variants of the linear inverse problem of the potential for infinitely

INVERSE PROBLEM FOR THE NEWTONIAN POTENTIAL FOR BODY OF CONSTANT THICKNESS IN STRATIFIED MEDIAGiven the solution of the linear inverse problem of the potential for a body of constant thickness

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