A Gallavotti–Cohen-Type Symmetry in the Large Deviation Functional for Stochastic Dynamics
- J. Lebowitz, H. Spohn
- Mathematics
- 16 November 1998
We extend the work of Kurchan on the Gallavotti–Cohen fluctuation theorem, which yields a symmetry property of the large deviation function, to general Markov processes. These include jump processes…
TIME SYMMETRY IN THE QUANTUM PROCESS OF MEASUREMENT
- Y. Aharonov, P. Bergmann, J. Lebowitz
- Physics
- 22 June 1964
Statistical mechanics of the nonlinear Schrödinger equation
- J. Lebowitz, H. Rose, E. Speer
- Mathematics
- 1 February 1988
AbstractWe investigate the statistical mechanics of a complex fieldø whose dynamics is governed by the nonlinear Schrödinger equation. Such fields describe, in suitable idealizations, Langmuir waves…
Exact Large Deviation Function in the Asymmetric Exclusion Process
- B. Derrida, J. Lebowitz
- Physics
- 12 January 1998
By an extension of the Bethe ansatz method used by Gwa and Spohn, we obtain an exact expression for the large deviation function of the time averaged current for the fully asymmetric exclusion…
Some rigorous results on the Sherrington-Kirkpatrick spin glass model
- M. Aizenman, J. Lebowitz, D. Ruelle
- Physics
- 1 March 1987
We prove that in the high temperature regime (T/J>1) the deviation of the total free energy of the Sherrington-Kirkpatrick (S-K) spin glass model from the easily computed log Av(Z
N
({βJ}))…
Statistical Mechanics: A Set of Lectures
- R. Feynman, J. Lebowitz
- Physics
- 1 June 1972
Introduction to statistical mechanics density matrices path integrals classical system of N particles order disorder theory creation and annihilation operators spin waves polaron problem electron gas…
Irreversible Thermodynamics for Quantum Systems Weakly Coupled to Thermal Reservoirs
- H. Spohn, J. Lebowitz
- Physics
- 14 March 2007
Properties of a Harmonic Crystal in a Stationary Nonequilibrium State
- Z. Rieder, J. Lebowitz, E. Lieb
- Physics
- 1 May 1967
The stationary nonequilibrium Gibbsian ensemble representing a harmonic crystal in contact with several idealized heat reservoirs at different temperatures is shown to have a Gaussian r space…
Statistical Mechanics of Rigid Spheres
- H. Reiss, H. Frisch, J. Lebowitz
- Engineering
- 1 August 1959
An equilibrium theory of rigid sphere fluids is developed based on the properties of a new distribution function G(r) which measures the density of rigid sphere molecules in contact with a rigid…
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