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Evans, Denis - Research School of Chemistry, Australian National University
ON THE APPLICATION OF THE GALLAVOTTI-COHEN FLUCTUATION RELATION TO THERMOSTATTED STEADY
NEW OBSERVATIONS REGARDING DETERMINISTIC, TIME REVERSIBLE THERMOSTATS AND GAUSS'S PRINCIPLE OF LEAST CONSTRAINT
Chapter 9. Steady State Fluctuations 9.1 Introduction
Editorial Manager(tm) for Journal of Statistical Physics Manuscript Draft
Chapter 4. The Green Kubo Relations 4.1 The Langevin Equation
Verification of time-reversibility requirement for systems satisfying the Evans-Searles Fluctuation Theorem
Lecture Notes on: "NonEquilibrium Statistical Mechanics
Chapter 10. Towards a Thermodynamics of Steady States 10.1 Introduction
Tests of Nonlinear Resonse Theory We compare the results of direct NEMD simulation against Kawasaki and TTCF for 2-
Chapter 2. Linear Irreversible Thermodynamics 2.1 The Conservation Equations
A Local Fluctuation Theorem Gary Ayton , Denis J. Evans and D. J. Searles
References Chapter 1 Alder, B.J. and Wainwright, T.E., (1956). Proc. IUPAP Symp. Transport Processes Stat.
Fluctuation theorem for heat flow between thermal reservoirs
Experimental Study of the Fluctuation Theorem in a Non-Equilibrium Steady State
Chapter 8. Time Dependent Response Theory 8.1 Introduction
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LyapunovExponent exponent number
Comments on the Entropy of nonequilibrium Steady States1 Denis J. Evans
Approach to the nonequilibrium time-periodic state in a steady shear flow model
Newton Institute Workshop NonEquilibrium Dynamics of Interacting Particle Systems
The Fluctuation and NonEquilibrium Free Energy Theorems -Theory & Experiment The Fluctuation and NonEquilibrium Free Energy Theorems
THE FLUCTUATION THEOREM FOR STOCHASTIC SYSTEMS
RESEARCH NOTE A non-equilibrium free energy theorem for deterministic systems
A Time-dependent Fluctuation Theorem Emil Mittag and Denis J. Evans
Relation between two proposed Fluctuation Theorems Denis. J. Evans*
To whom correspondence should be addressed; E-mail: sevick@rsc.anu.edu.au Submitted to Journal of Optics A: Pure and Applied Optics
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Chapter 3. The Microscopic Connection 3.1 Classical mechanics
Chapter 5. Linear Response Theory 5.1 Adiabatic linear response theory
Chapter 6. Computer Simulation Algorithms 6.1 Introduction
Chapter 7. Nonlinear Response Theory 7.1 Kubo's form for the nonlinear response
Independence of the Transient Fluctuation Theorem to Thermostatting Details
Chapter 1. Introduction Chapter 1 -1
Research School of Chemistry Nonlinear response of
The Fluctuation Theorem and Lyapunov Weights School of Science
Fluctuations and Irreversibility: An Experimental Demonstration of a Second Law-like Theorem Using a Colloidal Particle Held in an Optical Trap
S F BOYS -A RAHMAN LECTURE Chaos, Lyapunov Exponents and Transport
The Fluctuation Theorem and Green-Kubo Relations