We provide a characterization of energy in the form of exchanged heat and work between two interacting constituents of a closed, bipartite, correlated quantum system. By defining a binding energy we derive a consistent quantum formulation of the first law of thermodynamics, in which the role of correlations becomes evident, and this formulation reduces to the standard classical picture in relevant systems. We next discuss the emergence of the second law of thermodynamics under certain\u2014but fairly general\u2014conditions such as the Markovian assumption. We illustrate the role of correlations and interactions in thermodynamics through two examples
Local effective potential theory, both stationary-state and time-dependent, constitutes the mapping ...
In recent decades, laser systems emitting pulses of light containing only a few electric field oscil...
AbstractIn this article we continue with the study of approximation properties of smooth Poisson–Cau...
In this paper we give a generalization of Iseki's formula and use it to prove the transformation law...
In the preceding paper quant-ph/0312060 we considered a general model of an atom with n energy level...
We study the steady Euler equations for inviscid, incompressible, and irrotational water waves of co...
This thesis is composed of four papers, which all treat various extensions to the Standard Model (SM...
In this paper we present the problems that arise when we compute the moments of service time distrib...
In drug discovery, it is of utmost importance to accurately calculate the free energies of binding l...
International audienceWe study the controllability of the Bloch equation, for an ensemble of non int...
This thesis and the papers included is an \textit{in silico} study of how charged particles interact...
In this article we consider a hyperbolic system of two weakly nonlinear equations. Coefficients of t...
Trajectories of individual molecules moving within complex environments such as cell cytoplasm and m...
I will discuss the quantum Kahler structure, induced by the Fubini-Study metric, on the space of com...
A formula for the first positive eigenvalue of a one-dimensional elliptic transmission problem is de...
Local effective potential theory, both stationary-state and time-dependent, constitutes the mapping ...
In recent decades, laser systems emitting pulses of light containing only a few electric field oscil...
AbstractIn this article we continue with the study of approximation properties of smooth Poisson–Cau...
In this paper we give a generalization of Iseki's formula and use it to prove the transformation law...
In the preceding paper quant-ph/0312060 we considered a general model of an atom with n energy level...
We study the steady Euler equations for inviscid, incompressible, and irrotational water waves of co...
This thesis is composed of four papers, which all treat various extensions to the Standard Model (SM...
In this paper we present the problems that arise when we compute the moments of service time distrib...
In drug discovery, it is of utmost importance to accurately calculate the free energies of binding l...
International audienceWe study the controllability of the Bloch equation, for an ensemble of non int...
This thesis and the papers included is an \textit{in silico} study of how charged particles interact...
In this article we consider a hyperbolic system of two weakly nonlinear equations. Coefficients of t...
Trajectories of individual molecules moving within complex environments such as cell cytoplasm and m...
I will discuss the quantum Kahler structure, induced by the Fubini-Study metric, on the space of com...
A formula for the first positive eigenvalue of a one-dimensional elliptic transmission problem is de...
Local effective potential theory, both stationary-state and time-dependent, constitutes the mapping ...
In recent decades, laser systems emitting pulses of light containing only a few electric field oscil...
AbstractIn this article we continue with the study of approximation properties of smooth Poisson–Cau...