Add to ORKGThe study of parabolic operators in nonsmooth domains often requires the asymptotic behavior of the eigenvalues and eigenfunctions of some derivative op-erators. The aim of this work is to determine some spectral properties for an operator of order 2m.
Abstract Let ( P u ) ( t ) = − d d t ( ω 2 ( t ) q ( t ) d u ( t ) d t ) $( Pu ) ( t ) =- \frac{d}{d...
The spectral asymptotics calculation for elliptic differential operators with variable coefficients,...
AbstractWe study the asymptotic behavior of the Harish-Chandra function associated to a singular sec...
AbstractWe discuss the spectral properties of higher order ordinary differential operators. If the c...
AbstractWe consider the asymptotic formula of spectral functions for elliptic operators with non-smo...
The aim is to investigate the spectral properties of the singular differential operators depending o...
This talk was given during the University of Missouri Differential Equations Seminar
0.1. Operators and forms. All results quoted in this subsection, their proofs and generalizations ca...
AbstractWe consider the operator of taking the 2pth derivative of a function with zero boundary cond...
Abstract The purpose of writing this article is to show some spectral properties of the Bessel opera...
We discuss a spectral asymptotics theory of an even zonal metric and a Schrödinger operator with zon...
AbstractThis work examines the spectrum of a family of certain non-self-adjoint singular differentia...
The study deals with singular ordinary differential operators. The work is aimed at isolation of sev...
In this work under the condition A−1 ∈ C∞(H), we investigate the discreteness of spectrum of normale...
In this article, we consider the spectral problem for an nth-order ordinary differential operator ...
Abstract Let ( P u ) ( t ) = − d d t ( ω 2 ( t ) q ( t ) d u ( t ) d t ) $( Pu ) ( t ) =- \frac{d}{d...
The spectral asymptotics calculation for elliptic differential operators with variable coefficients,...
AbstractWe study the asymptotic behavior of the Harish-Chandra function associated to a singular sec...
AbstractWe discuss the spectral properties of higher order ordinary differential operators. If the c...
AbstractWe consider the asymptotic formula of spectral functions for elliptic operators with non-smo...
The aim is to investigate the spectral properties of the singular differential operators depending o...
This talk was given during the University of Missouri Differential Equations Seminar
0.1. Operators and forms. All results quoted in this subsection, their proofs and generalizations ca...
AbstractWe consider the operator of taking the 2pth derivative of a function with zero boundary cond...
Abstract The purpose of writing this article is to show some spectral properties of the Bessel opera...
We discuss a spectral asymptotics theory of an even zonal metric and a Schrödinger operator with zon...
AbstractThis work examines the spectrum of a family of certain non-self-adjoint singular differentia...
The study deals with singular ordinary differential operators. The work is aimed at isolation of sev...
In this work under the condition A−1 ∈ C∞(H), we investigate the discreteness of spectrum of normale...
In this article, we consider the spectral problem for an nth-order ordinary differential operator ...
Abstract Let ( P u ) ( t ) = − d d t ( ω 2 ( t ) q ( t ) d u ( t ) d t ) $( Pu ) ( t ) =- \frac{d}{d...
The spectral asymptotics calculation for elliptic differential operators with variable coefficients,...
AbstractWe study the asymptotic behavior of the Harish-Chandra function associated to a singular sec...