We review the theoretical underpinning of nonequilibrium umbrella sampling. We provide its historical context and show how it relates to other important results in nonequilibrium statistical mechanics. Its relationships to the generalised Yamada-Kawasaki distribution function is explored. A new functional version of the Crooks Fluctuation Theorem is also presented
Thefluctuation dissipation theorem is at the heart of equilibrium statisticalmechanics. For a system...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...
We review the theoretical underpinning of nonequilibrium umbrella sampling. We provide its historica...
In the past decade there has been considerable interest in nonequilibrium free energy theorems. Thes...
We describe a simple method of umbrella trajectory sampling for Markov chains. The method allows the...
We describe a simple method of umbrella trajectory sampling for Markov chains. The method allows the...
The weather dynamics are significantly determined by the motion of the atmosphere and the ocean. Thi...
Problems in nonequilibrium statistical physics are characterized by the absence of a fluctuation dis...
Fluctuation theorems, developed over the past 15 years, have resulted in fundamental breakthroughs i...
The fluctuation theorem and the work relation are exact nonequilibrium thermodynamic relations devel...
The fluctuation theorem (FT) quantifies the probability of Second Law of Thermodynamics violations i...
The fluctuation theorem (FT) quantifies the probability of Second Law of Thermodynamics violations i...
There are only a very few known relations in statistical dynamics that are valid for systems driven ...
The fluctuation theorem describes the probability ratio of observing trajectories that satisfy or vi...
Thefluctuation dissipation theorem is at the heart of equilibrium statisticalmechanics. For a system...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...
We review the theoretical underpinning of nonequilibrium umbrella sampling. We provide its historica...
In the past decade there has been considerable interest in nonequilibrium free energy theorems. Thes...
We describe a simple method of umbrella trajectory sampling for Markov chains. The method allows the...
We describe a simple method of umbrella trajectory sampling for Markov chains. The method allows the...
The weather dynamics are significantly determined by the motion of the atmosphere and the ocean. Thi...
Problems in nonequilibrium statistical physics are characterized by the absence of a fluctuation dis...
Fluctuation theorems, developed over the past 15 years, have resulted in fundamental breakthroughs i...
The fluctuation theorem and the work relation are exact nonequilibrium thermodynamic relations devel...
The fluctuation theorem (FT) quantifies the probability of Second Law of Thermodynamics violations i...
The fluctuation theorem (FT) quantifies the probability of Second Law of Thermodynamics violations i...
There are only a very few known relations in statistical dynamics that are valid for systems driven ...
The fluctuation theorem describes the probability ratio of observing trajectories that satisfy or vi...
Thefluctuation dissipation theorem is at the heart of equilibrium statisticalmechanics. For a system...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...
The fluctuation theorem (FT) and the work relation (WR) are two relations that extend our understand...