Stochastic Dynamics Out of Equilibrium

Chapter 1 Stochastic Mean-Field Dynamics and Applications to Life Sciences

Chapter 2 Alignment of Self-propelled Rigid Bodies: From Particle Systems to Macroscopic Equations

Chapter 3 Fluctuations in Stochastic Interacting Particle Systems

Chapter 4 Hydrodynamics for Symmetric Exclusion in Contact with Reservoirs

Chapter 5 Stochastic Solutions to Hamilton-Jacobi Equations

Chapter 7 Adaptive Importance Sampling with Forward-Backward Stochastic Differential Equations

Chapter 8 Ergodic Properties of Quasi-Markovian Generalized Langevin Equations with Configuration Dependent Noise and Non-conservative Force

Chapter 9 Exit Event from a Metastable State and Eyring-Kramers Law for the Overdamped Langevin Dynamics

Chapter 10 Collisional Relaxation and Dynamical Scaling in Multiparticle Collisions Dynamics

Chapter 11 A Short Introduction to Piecewise Deterministic Markov Samplers

Chapter 12 Time Scales and Exponential Trend to Equilibrium: Gaussian Model Problems

Chapter 13 Stochastic Models of Blood Vessel Growth

Chapter 14 Survival Under High Mutation

Chapter 15 Particle Transport in a Confined Ratchet Driven by the Colored Noise

Chapter 16 Long-Time Dynamics for a Simple Aggregation Equation on the Sphere

Chapter 17 Tracy-Widom Asymptotics for a River Delta Model

Chapter 18 Hydrodynamics of the N -BBM Process

Chapter 19 1D Mott Variable-Range Hopping with External Field

Chapter 20 Invariant Measures in Coupled KPZ Equations

Chapter 21 Reversible Viscosity and Navier–Stokes Fluids

Chapter 22 On the Nonequilibrium Entropy of Large and Small Systems

Chapter 23 Marginal Relevance for the $$\gamma $$ -Stable Pinning Model

Chapter 24 A Rate of Convergence Result for the Frederickson-Andersen Model

Chapter 25 Stochastic Duality and Eigenfunctions