Pages that link to "Item:Q1012665"
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The following pages link to Probabilistic study of the speed of approach to equilibrium for an inelastic Kac model (Q1012665):
Displaying 16 items.
- The fractional Fisher information and the central limit theorem for stable laws (Q310486) (← links)
- Speed of convergence to equilibrium in Wasserstein metrics for Kac-like kinetic equations (Q388839) (← links)
- Complete characterization of convergence to equilibrium for an inelastic Kac model (Q438836) (← links)
- Proof of a McKean conjecture on the rate of convergence of Boltzmann-equation solutions (Q466901) (← links)
- Entropy inequalities for stable densities and strengthened central limit theorems (Q505562) (← links)
- Kinetic models with randomly perturbed binary collisions (Q633125) (← links)
- Asymptotic properties of the inelastic Kac model (Q702937) (← links)
- Central limit theorem for a class of one-dimensional kinetic equations (Q718877) (← links)
- Probabilistic view of explosion in an inelastic Kac model (Q2249265) (← links)
- Characterization of weak convergence of probability-valued solutions of general one-dimensional kinetic equations (Q2350377) (← links)
- Multi-dimensional smoothing transformations: existence, regularity and stability of fixed points (Q2434477) (← links)
- Modeling kinetic non-equilibrium using the first two moments of the residence time distribution (Q2640409) (← links)
- Solutions of kinetic-type equations with perturbed collisions (Q2698481) (← links)
- The grazing collision limit of the inelastic Kac model around a Lévy-type equilibrium (Q2904727) (← links)
- Probabilistic Investigations on the Explosion of Solutions of the KAC Equation with Infinite Energy Initial Distribution (Q5459911) (← links)
- Central limit theorem in uniform metrics for generalized Kac equations (Q6144444) (← links)
