In this paper, we develop the global symbolic calculus of pseudo-differential operators
generated by a boundary value problem for a given (not necessarily self-adjoint or elliptic) …

RESOLVENTS OF WELL-POSED PROBLEMS FOR FINITE-RANK PERTURBATIONS OF THE
POLYHARMONIC OPERATOR IN A PUNCTURED DOMAIN Page 1 Siberian Mathematical …

In this paper, we give a correct definition of the Laplace operator with delta-like potentials.
Correctly solvable pointwise perturbation is investigated and formulas of resolvent are …

An inner closed (without boundary) smooth manifold of a lower dimension is cut from a
multidimensional ball. In this region, invertible restrictions of the Laplace operator are well …

The purpose of this paper is to establish solvability results for both direct and inverse
problems associated with the diffusion equation involving the Dunkl–Laplacian operator in a …

In this paper, we study the localization of the discrete spectrum of certain perturbations of a
two-dimensional harmonic oscillator. The convergence of the expansion of the source …

TO THE QUESTION OF A MULTIPOINT MIXED BOUNDARY VALUE PROBLEM FOR A
WAVE EQUATION Page 1 News of the National Academy of sciences of the Republic of …

On a boundary condition of the surface heat potential - NASA/ADS Now on home page ads icon
ads Enable full ADS view NASA/ADS On a boundary condition of the surface heat potential …

A second regularized trace formula for a higher order differential operator - Gül - 2021 -
Mathematical Methods in the Applied Sciences - Wiley Online Library Skip to Article Content …

The transverse vibrations of a string with additional restrictions in the form of elastic point
constraints are studied. In contrast toWeinstein's original approach, the constraints are not …