Add to ORKGAbstract. Consider the solution of the time-dependent Schrödinger equation with initial dat
In this paper, we consider the nonlinear Schrodinger equation iu(t) + Delta u +theta(omega t) vertic...
Ozturk, Ozkan/0000-0001-6657-7409WOS: 000422722900005This paper deals with long-time behaviors of no...
In this paper we study the pointwise convergence problem along a tangential curve for the fractional...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
We study solutions convergence of ordinary differential second order equation u′′(t)+ f(u′(t), t)u′(...
ABSTRACT. In this paper we consider solutions to the free Schrödinger equation in n + 1 dimensions....
Abstract In an old result due to A. Erdélyi, asymptotic expansions of oscillatory integrals are give...
We propose a new algorithm for solving the semiclassical time-dependent Schrödinger equation. The al...
AbstractWe consider the Schrödinger equation associated to the harmonic oscillator, i∂tu=Hu, where H...
By making use of asymptotic properties of nonoscillatory solutions, the oscillation behavior of solu...
The arbitrary nature of the terminating condition in an existing routine in the ‘computation of osci...
Non-convergence of formal integrals of motion This article has been downloaded from IOPscience. Plea...
In (1), the quantum oscillator propagator is obtained from the integration of the classical Lagrangi...
In this paper, we consider the nonlinear Schrodinger equation iu(t) + Delta u +theta(omega t) vertic...
Ozturk, Ozkan/0000-0001-6657-7409WOS: 000422722900005This paper deals with long-time behaviors of no...
In this paper we study the pointwise convergence problem along a tangential curve for the fractional...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
Abstract: Considering the Schrödinger equation $\Delta_x u = i\partial{u}/\partial{t}$, we have a so...
We study solutions convergence of ordinary differential second order equation u′′(t)+ f(u′(t), t)u′(...
ABSTRACT. In this paper we consider solutions to the free Schrödinger equation in n + 1 dimensions....
Abstract In an old result due to A. Erdélyi, asymptotic expansions of oscillatory integrals are give...
We propose a new algorithm for solving the semiclassical time-dependent Schrödinger equation. The al...
AbstractWe consider the Schrödinger equation associated to the harmonic oscillator, i∂tu=Hu, where H...
By making use of asymptotic properties of nonoscillatory solutions, the oscillation behavior of solu...
The arbitrary nature of the terminating condition in an existing routine in the ‘computation of osci...
Non-convergence of formal integrals of motion This article has been downloaded from IOPscience. Plea...
In (1), the quantum oscillator propagator is obtained from the integration of the classical Lagrangi...
In this paper, we consider the nonlinear Schrodinger equation iu(t) + Delta u +theta(omega t) vertic...
Ozturk, Ozkan/0000-0001-6657-7409WOS: 000422722900005This paper deals with long-time behaviors of no...
In this paper we study the pointwise convergence problem along a tangential curve for the fractional...