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Local solvability and stability for the inverse Sturm-Liouville problem with polynomials in the boundary conditions Sturm-Liouville problem with complex-valued singular potential and with polynomials of the spectral

Inverse Problem for the Equation ManagementscopeThe decision of one of the variants of the linear inverse problem of the potential for infinitely

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

Numerical solution of the inverse Newtonian potential problem for bodies of constant thickness with data on the planeThe paper deals with the inverse problem of reconstructing the density of the Newtonian potential

The Problem of Continuation of the Newtonian Potential in a Cylinder of Circular Cross SectionA stable approximate solution of an ill-posed boundary value problem for the Laplace equation

Carleman estimate for the Schrödinger equation and application to magnetic inverse problemsIn this paper, we prove Lipschitz stable determination of the complex-valued electric potential

Inverse problem for Hawking radiationIn this work we study the inverse problem related to the emission of Hawking radiation. We first

Nonlinearity in inverse orbital problems for potentially hazardous asteroidsNonlinearity in inverse orbital problems for potentially hazardous asteroids

Direct and Inverse Problems for the Simple Layer Logarithmic Potential equations for solving logarithmic potentialproblems is given. A variant of the inverse logarithmic

RECOVERING TWO COEFFICIENTS IN AN ELLIPTIC EQUATION VIA PHASELESS INFORMATION, we study an inverse problem of finding both coefficients inside Omega from some given information

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