Add to ORKGFor N - particle Schrödinger’s operator with Column potential with central charge equal Z, it is well known estimation N < 2Z +1, obtained by Lieb E. In the present paper the estimation obtained in case when there is a different interaction between particles
One of the most important problems in quantum physics is to find the energy eigenvalues for Schrödi...
We study a two-particle quantum system given by a test particle interacting in three dimensions with...
(−pi, pi]d, K being the total quasi-momentum, with short-range pair potentials on lattice Zd, d ≥ 1,...
On three-dimensional lattice we consider a system of three quantum particles (two of them are identi...
Abstract. In this note we sharpen the lower bound from [LLP10] on the spectrum of the 2D Schrödinge...
Muminov, Mukhiddin E. (Dogus Author)We consider a system of three arbitrary quantum particles on a t...
We study interacting Bose gases and prove lower bounds for the kinetic plus interaction energy of a ...
This paper reports the spectral features of two-particle Schrödinger Hamiltonian operator on d-dimen...
In this paper we consider the Schrödinger operator H = –d2/dx2+ V in L2(ℝ), where V satisfies an abs...
This thesis is devoted to the mathematical study of the spatial concentration of trapped fermion sys...
Alternative lower bounds for the binding energy of a quantum-mechanical system of interacting partic...
For operators of energy H obtaining by a distortion of some very simple (what is known as "free...
Blanchard P, STUBBE J, REZENDE J. NEW ESTIMATES ON THE NUMBER OF BOUND-STATES OF SCHRODINGER-OPERATO...
On a unidimensional lattice, the Hamiltonian of a system of three arbitrary particles is considered ...
The possibility to control short-ranged interactions of cold gases in optical traps by Feshbachreso...
One of the most important problems in quantum physics is to find the energy eigenvalues for Schrödi...
We study a two-particle quantum system given by a test particle interacting in three dimensions with...
(−pi, pi]d, K being the total quasi-momentum, with short-range pair potentials on lattice Zd, d ≥ 1,...
On three-dimensional lattice we consider a system of three quantum particles (two of them are identi...
Abstract. In this note we sharpen the lower bound from [LLP10] on the spectrum of the 2D Schrödinge...
Muminov, Mukhiddin E. (Dogus Author)We consider a system of three arbitrary quantum particles on a t...
We study interacting Bose gases and prove lower bounds for the kinetic plus interaction energy of a ...
This paper reports the spectral features of two-particle Schrödinger Hamiltonian operator on d-dimen...
In this paper we consider the Schrödinger operator H = –d2/dx2+ V in L2(ℝ), where V satisfies an abs...
This thesis is devoted to the mathematical study of the spatial concentration of trapped fermion sys...
Alternative lower bounds for the binding energy of a quantum-mechanical system of interacting partic...
For operators of energy H obtaining by a distortion of some very simple (what is known as "free...
Blanchard P, STUBBE J, REZENDE J. NEW ESTIMATES ON THE NUMBER OF BOUND-STATES OF SCHRODINGER-OPERATO...
On a unidimensional lattice, the Hamiltonian of a system of three arbitrary particles is considered ...
The possibility to control short-ranged interactions of cold gases in optical traps by Feshbachreso...
One of the most important problems in quantum physics is to find the energy eigenvalues for Schrödi...
We study a two-particle quantum system given by a test particle interacting in three dimensions with...
(−pi, pi]d, K being the total quasi-momentum, with short-range pair potentials on lattice Zd, d ≥ 1,...