AbstractWe investigate the kernels of the transformation operators for one-dimensional Schrödinger operators with potentials, which are asymptotically close to Bohr almost periodic infinite-gap potentials
AbstractIn this paper, the Schrödinger operator with a periodic potential is considered. Let V a smo...
AbstractWe consider the Schrödinger operator on the real line with a 2×2 matrix-valued 1-periodic po...
We consider the equation ∆u = Vu in the half-space Rd+ , d ≥ 2 where V has certain periodicity prope...
AbstractWe investigate the kernels of the transformation operators for one-dimensional Schrödinger o...
Abstract. We investigate the kernels of the transformation operators for one-dimensional Schrödinge...
AbstractIt is shown that Schrödinger operators, with potentials along the shift embedding of irreduc...
By using quasi–derivatives, we develop a Fourier method for studying the spectral properties of one ...
In this paper, we investigate the three-dimensional Schrodinger operator with a periodic, relative t...
We review the recent rigorous literature on the one-dimensional Schrödinger equation, H = −d2/dx2 + ...
In this article we consider asymptotics for the spectral function of Schr¨odinger operators on the r...
The proof of Lemma 6.1 and thus Theorem 6.1 was false; the new version provides a correct proof. The...
AbstractLet B be a bounded linear operator of a Banach space X into itself. If the differential oper...
Veliev, Oktay A. (Dogus Author)The book describes the direct problems and the inverse problem of the...
We review the recent rigorous literature on the one-dimensional Schrödinger equation, H = −d²/dx² + ...
In this talk, we report on results about the width of the resonances for a slowly varying perturbati...
AbstractIn this paper, the Schrödinger operator with a periodic potential is considered. Let V a smo...
AbstractWe consider the Schrödinger operator on the real line with a 2×2 matrix-valued 1-periodic po...
We consider the equation ∆u = Vu in the half-space Rd+ , d ≥ 2 where V has certain periodicity prope...
AbstractWe investigate the kernels of the transformation operators for one-dimensional Schrödinger o...
Abstract. We investigate the kernels of the transformation operators for one-dimensional Schrödinge...
AbstractIt is shown that Schrödinger operators, with potentials along the shift embedding of irreduc...
By using quasi–derivatives, we develop a Fourier method for studying the spectral properties of one ...
In this paper, we investigate the three-dimensional Schrodinger operator with a periodic, relative t...
We review the recent rigorous literature on the one-dimensional Schrödinger equation, H = −d2/dx2 + ...
In this article we consider asymptotics for the spectral function of Schr¨odinger operators on the r...
The proof of Lemma 6.1 and thus Theorem 6.1 was false; the new version provides a correct proof. The...
AbstractLet B be a bounded linear operator of a Banach space X into itself. If the differential oper...
Veliev, Oktay A. (Dogus Author)The book describes the direct problems and the inverse problem of the...
We review the recent rigorous literature on the one-dimensional Schrödinger equation, H = −d²/dx² + ...
In this talk, we report on results about the width of the resonances for a slowly varying perturbati...
AbstractIn this paper, the Schrödinger operator with a periodic potential is considered. Let V a smo...
AbstractWe consider the Schrödinger operator on the real line with a 2×2 matrix-valued 1-periodic po...
We consider the equation ∆u = Vu in the half-space Rd+ , d ≥ 2 where V has certain periodicity prope...
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