Within a stochastic approach to Bose-Einstein Condensation we point out some probabilistic counterparts of the relevant analytical results due to Lieb, Yngvason and Seiringer about the behaviour of the quantum N-body ground state energy under the so called Gross-Pitaevskii scaling limit. In particular we focus our attention on a transition to chaos result for the rigorously associated interacting N-particles syste
Abstract We study from a mathematical point of view a model equation for a Bose-Einstein condensatio...
Bose–Einstein condensation predicts that, under certain conditions (in particular extremely low temp...
PACS 05.45.-a – Nonlinear dynamics and chaos PACS 05.45.Mt – Quantum chaos; semiclassical methods PA...
A stochastic approach to the (generic) mean-field limit in Bose-Einstein Condensation is described a...
We perform a Doob h-transformation of the N-body Hamiltonian for N trapped interacting Bose particle...
Phase transitions abound in the physical world, from the subatomic length scales of quark condensati...
We study the effects of random scatterers on the ground state of the one-dimensional Lieb-Liniger mo...
Ideal Bose Einstein condensation is studied as a cooperative phase transition for arbitrary dimensio...
Abstract. We study from a mathematical point of view a model equation for Bose Einstein condensation...
Starting from first-principle many-body quantum dynamics, we show that the dynamics of Bose-Einstein...
In the context of the rigorous analysis of Bose-Einstein condensation, recent achievements have been...
We review the properties of chaoticity and coherence in Bose-Einstein condensation and correlations,...
We review a progress in understanding of statistical properties of a quantum degenerate Bose gas. We...
We study from a mathematical point of view a model equation for Bose Einstein condensation, in the c...
Experiments with ultracold atoms periodically kicked in a phase-modulated lattice have clearly shown...
Abstract We study from a mathematical point of view a model equation for a Bose-Einstein condensatio...
Bose–Einstein condensation predicts that, under certain conditions (in particular extremely low temp...
PACS 05.45.-a – Nonlinear dynamics and chaos PACS 05.45.Mt – Quantum chaos; semiclassical methods PA...
A stochastic approach to the (generic) mean-field limit in Bose-Einstein Condensation is described a...
We perform a Doob h-transformation of the N-body Hamiltonian for N trapped interacting Bose particle...
Phase transitions abound in the physical world, from the subatomic length scales of quark condensati...
We study the effects of random scatterers on the ground state of the one-dimensional Lieb-Liniger mo...
Ideal Bose Einstein condensation is studied as a cooperative phase transition for arbitrary dimensio...
Abstract. We study from a mathematical point of view a model equation for Bose Einstein condensation...
Starting from first-principle many-body quantum dynamics, we show that the dynamics of Bose-Einstein...
In the context of the rigorous analysis of Bose-Einstein condensation, recent achievements have been...
We review the properties of chaoticity and coherence in Bose-Einstein condensation and correlations,...
We review a progress in understanding of statistical properties of a quantum degenerate Bose gas. We...
We study from a mathematical point of view a model equation for Bose Einstein condensation, in the c...
Experiments with ultracold atoms periodically kicked in a phase-modulated lattice have clearly shown...
Abstract We study from a mathematical point of view a model equation for a Bose-Einstein condensatio...
Bose–Einstein condensation predicts that, under certain conditions (in particular extremely low temp...
PACS 05.45.-a – Nonlinear dynamics and chaos PACS 05.45.Mt – Quantum chaos; semiclassical methods PA...