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Solution of the vector eigenmode problem for cylindrical dielectric waveguides based on a nonlocal boundary a conditionThe original problem in an unbounded domain is reduced to a problem in a disk convenient
Dominated convergence in measure on semifinite von Neumann algebras and arithmetic averages of measurable operators order bounded sequence of τ-compact operators includes a subsequence whose arithmetic averages converge
New oscillation criteria for third-order differential equations with bounded and unbounded neutral coefficientsThis paper examines the oscillatory behavior of solutions to a class of third-order differential
Unbounded random operators and Feynman formulae develop a method for finding the expectations of unbounded random operators on a Hilbert space
Characteristic Determinant of a Perturbed Regular Third-order Differential Operator on an IntervalThe spectral problem for a third-order operator with an integral perturbation of one
"ЖИВОЙ КЛАССИК" СПЕКТРАЛЬНОЙ ТЕОРИИ -
МИРАББАС ГЕОГДЖА ОГЛЫ ГАСЫМОВ (К 80-ЛЕТИЮ СО ДНЯ РОЖДЕНИЯ)-volume "Linear Operators" by Dunford and J. Schwartz, and the author of the section "Spectral Theory
On the structure of the solution of singularly perturbed initial-boundary value problems with an unbounded spectrum of the limit operator-line with an unbounded spectrum of the limit operator. We present a new version of the proof of the existence of a unique
Solvability in the sense of sequences for some non Fredholm operators related to the superdiffusion differential operators and we use the methods of spectral and scattering theory for Schrödinger type operators
Solution of the vector eigenmode problem for cylindrical dielectric waveguides based on a nonlocal boundary a conditionThe original problem in an unbounded domain is reduced to a problem in a disk convenient
Dominated convergence in measure on semifinite von Neumann algebras and arithmetic averages of measurable operators order bounded sequence of τ-compact operators includes a subsequence whose arithmetic averages converge
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