We study the dynamics of quantum many-body systems of interacting bosons for large particle numbers N. We derive an effective description of the N-body time evolution of quasi-low-dimensional Bose gases and construct an approximation to any order of the dynamics of weakly interacting bosons
We study a system consisting of a heavy quantum particle, called the tracer particle, coupled to an ...
The mean-field approximations of many-boson dynamics are known to be effective in many physical rele...
We consider the many-body quantum dynamics of systems of bosons interacting through a two-body poten...
We study the dynamics of quantum many-body systems of interacting bosons for large particle numbers ...
This thesis is about the derivation of effective mean field equations and their next-order correctio...
We consider the dynamics of a large quantum system of N identical bosons in 3D interacting via a two...
These notes investigate the time evolution of quantum systems, and in particular the rigorous deriva...
We consider a gas of N bosons with interactions in the mean-field scaling regime. We review the proo...
In this paper, we introduce a novel method for deriving higher order corrections to the mean-field d...
This thesis proves certain results concerning an important question in non-equilibrium quantum stati...
AbstractWe study the evolution of an N-body weakly interacting system of Bosons. Our work forms an e...
We study the effective time evolution of a large quantum system consisting of a mixture of different...
In this thesis we study the physics of quantum many-body systems confined to one-dimensional geometr...
We study a system consisting of a heavy quantum particle, called the tracer particle, coupled to an ...
International audienceWe consider the quantum dynamics of a large number $N$ of interacting bosons c...
We study a system consisting of a heavy quantum particle, called the tracer particle, coupled to an ...
The mean-field approximations of many-boson dynamics are known to be effective in many physical rele...
We consider the many-body quantum dynamics of systems of bosons interacting through a two-body poten...
We study the dynamics of quantum many-body systems of interacting bosons for large particle numbers ...
This thesis is about the derivation of effective mean field equations and their next-order correctio...
We consider the dynamics of a large quantum system of N identical bosons in 3D interacting via a two...
These notes investigate the time evolution of quantum systems, and in particular the rigorous deriva...
We consider a gas of N bosons with interactions in the mean-field scaling regime. We review the proo...
In this paper, we introduce a novel method for deriving higher order corrections to the mean-field d...
This thesis proves certain results concerning an important question in non-equilibrium quantum stati...
AbstractWe study the evolution of an N-body weakly interacting system of Bosons. Our work forms an e...
We study the effective time evolution of a large quantum system consisting of a mixture of different...
In this thesis we study the physics of quantum many-body systems confined to one-dimensional geometr...
We study a system consisting of a heavy quantum particle, called the tracer particle, coupled to an ...
International audienceWe consider the quantum dynamics of a large number $N$ of interacting bosons c...
We study a system consisting of a heavy quantum particle, called the tracer particle, coupled to an ...
The mean-field approximations of many-boson dynamics are known to be effective in many physical rele...
We consider the many-body quantum dynamics of systems of bosons interacting through a two-body poten...
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