Classical diffusion of a particle in a one dimensional random potential
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- Type
- dissertation
- Published
- 2009-12-01
- Cited by
- 0
- References
- 54
- Access
- Open access
- OpenAlex
- https://openalex.org/W167986726
- Semantic Scholar
- https://api.semanticscholar.org/CorpusID:118427315
Keywords
Mean squared displacement, Statistical physics, Logarithm, Mathematics, Diffusion
References
- Glass transition of a particle in a random potential, front selection in nonlinear renormalization group, and entropic phenomena in Liouville and sinh-Gordon models.
- A Table of Integrals
- On the theory of brownian motion
- Quantum Many-Particle Systems
- Random walkers in one-dimensional random environments: exact renormalization group analysis.
- A Hint of renormalization
- Localized Magnetic States in Metals
- DIFFUSION IN A RANDOM VELOCITY FIELD : SPECTRAL PROPERTIES OF A NON-HERMITIAN FOKKER-PLANCK OPERATOR
- Distributions of the diffusion coefficient for the quantum and classical diffusion in disordered media
- La normalisation des constantes dans la théorie des quanta
- Topological transitions and freezing in XY models and Coulomb gases with quenched disorder: renormalization via traveling waves
- Disordered XY models and Coulomb gases: renormalization via traveling waves
- Statistical and dynamical properties of the discrete Sinai model at finite times
- On the Theory of the Brownian Motion
- Freezing of dynamical exponents in low dimensional random media.
- Random walks in media with constrained disorder
- Functional renormalization group and the field theory of disordered elastic systems.
- Spectrum of the fokker-planck operator representing diffusion in a random velocity field
- Fragile vs. strong liquids: A saddles-ruled scenario
- Dynamics of interfaces and dislocations in disordered media
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