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ON A LINEAR INVERSE POTENTIAL PROBLEM WITH APPROXIMATE DATA ON THE POTENTIAL FIELD ON AN APPROXIMATELY GIVEN SURFACEON A LINEAR INVERSE POTENTIAL PROBLEM WITH APPROXIMATE DATA ON THE POTENTIAL FIELD

Electric conductivity of inverse emulsions in a strong electric field in the presence of anionic surfactantsThe effect of the sharp decrease in the electric conductivity of inverse emulsions in a strong

Construction of Multidimensional Vector Fields Whose Projections Onto Coordinate Planes Have Given Topological StructuresThe aim of the work is to construct multidimensional vector fields that are represented

Construction of Flat Vector Fields with Prescribed Global Topological Structures such vector fields is a generalization of a number of well-known inverse problems of the qualitative theory

Electric conductivity of inverse emulsions in a strong electric field in the presence of anionic surfactantsThe effect of the sharp decrease in the electric conductivity of inverse emulsions in a strong

A Carleman estimate for the linear magnetoelastic waves system and an inverse source problem in a bounded conductive mediumIn this paper, we consider an inverse problem for the simultaneous diffusion process of elastic

Construction of Planar Vector Fields with a Nonsimple Critical Point of Prescribed Topological StructureThe problem of constructing n-linear (n ≥ 2) plane vector fields with an isolated critical point

Particle creation by inverse-square electric fieldsWe present recent results on particle creation from the vacuum by inverse-square electric fields

On the inverse hoop conjecture of Hod field of string theory, also respect the inverse conjecture. It is shown that stationary hairy

Counterexample to Barcilon’s Uniqueness Theorem for the Fourth-Order Inverse Spectral Problem 38(2):287–298, 1974), which is well-known in the field of inverse spectral problems. Our example

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