DOIAbstract
AbstractThe distribution of the eigenvalues of the Schrödinger Operator is studied. It is found that when the underlying manifold is non-compact these eigenvalues can be generated asymptotically at the same rate as the primes
AbstractThe distribution of the eigenvalues of the Schrödinger Operator is studied. It is found that when the underlying manifold is non-compact these eigenvalues can be generated asymptotically at the same rate as the primes
AbstractWe consider Schrödinger operators H = − 12Δ + V for a large class of potentials. V. We show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
AbstractThe distribution of the eigenvalues of the Schrödinger Operator is studied. It is found that...
AbstractIn this paper we give a simple representation of the solution of the Cauchy problem when the...
AbstractWe apply the methods of value distribution theory to the spectral asymptotics of Schrödinger...
We strengthen and generalise a result of Kirsch and Simon on the behaviour of the function NL(E), th...
AbstractIn this paper we consider the Schrödinger operator HV=−12△H+V on the hyperbolic plane H={z=(...
This paper reports a study of the semiclassical asymptotic behavior of the eigenvalues of some nonse...
AbstractWe prove quantitative bounds on the eigenvalues of non-selfadjoint unbounded operators obtai...
We consider Schrödinger operators H = −1/2 Δ + V for a large class of potentials. V. We show that if...
We discuss a spectral asymptotics theory of an even zonal metric and a Schrödinger operator with zon...
In this paper we study the negative eigenvalues λj(V) of the Schrödinger operator − ∆ − V (x), x ∈ ...
We consider Schrödinger operators H = −1/2 Δ + V for a large class of potentials. V. We show that if...
AbstractWe consider Schrödinger operators with magnetic fields on a two-dimensional compact manifold...
AbstractWe consider Schrödinger operators H = − 12Δ + V for a large class of potentials. V. We show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
AbstractThe distribution of the eigenvalues of the Schrödinger Operator is studied. It is found that...
AbstractIn this paper we give a simple representation of the solution of the Cauchy problem when the...
AbstractWe apply the methods of value distribution theory to the spectral asymptotics of Schrödinger...
We strengthen and generalise a result of Kirsch and Simon on the behaviour of the function NL(E), th...
AbstractIn this paper we consider the Schrödinger operator HV=−12△H+V on the hyperbolic plane H={z=(...
This paper reports a study of the semiclassical asymptotic behavior of the eigenvalues of some nonse...
AbstractWe prove quantitative bounds on the eigenvalues of non-selfadjoint unbounded operators obtai...
We consider Schrödinger operators H = −1/2 Δ + V for a large class of potentials. V. We show that if...
We discuss a spectral asymptotics theory of an even zonal metric and a Schrödinger operator with zon...
In this paper we study the negative eigenvalues λj(V) of the Schrödinger operator − ∆ − V (x), x ∈ ...
We consider Schrödinger operators H = −1/2 Δ + V for a large class of potentials. V. We show that if...
AbstractWe consider Schrödinger operators with magnetic fields on a two-dimensional compact manifold...
AbstractWe consider Schrödinger operators H = − 12Δ + V for a large class of potentials. V. We show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
I analyze the microscopic behavior of the eigenvalues of skew-shift Schrödinger operators, and show ...
Add to ORKG