Stochastic Processes and Thermodynamics on Curved Spaces
arXiv:gr-qc/0001057
Abstract
Our approach views the thermodynamics and kinetics in general relativity and extended gravitational theories (with generic local anisotropy) from the perspective of the theory of stochastic differential equations on curved spaces. Nonequilibrium and irreversible processes in black hole thermodynamics are considered. The paper summarizes the author's contribution to Journees Relativistes 99 (12--17 September 1999), Weimar, Germany.
latex209, 3 pages
Cited by in corpus (8)
- Fractional Dynamics from Einstein Gravity, General Solutions, and Black Holes
- Finsler-Lagrange Geometries and Standard Theories in Physics: New Methods in Einstein and String Gravity
- (Non)Commutative Finsler Geometry from String/M--theory
- Noncommutative Finsler Geometry, Gauge Fields and Gravity
- Diffusion and Self-Organized Criticality in Ricci Flow Evolution of Einstein and Finsler Spaces
- On axiomatic formulation of gravity and matter field theories with MDRs and Finsler-Lagrange-Hamilton geometry on (co)tangent Lorentz bundles
- Nonholonomic Clifford and Finsler Structures, Non-Commutative Ricci Flows, and Mathematical Relativity
- Curve Flows and Solitonic Hierarchies Generated by Einstein Metrics