Statistical mechanics and random walks : principles, processes, and applications / Abram Skogseid and Vicente Fasano, editors.

Includes bibliographical references and index.

Application of Stochastic Approaches to Modeling Suspension Flow in Porous Media -- Unusual Brownian Motion -- Anomalous Diffusion of Particles in Edge Plasma Turbulence in Tokamaks and Random and L�evy Walk Distributions -- Subordinated Gaussian Processes, the Log-return Principles -- Random Walk Models in Biophysical Sciences : Particle Transport in the Human Respiratory Tract -- Nonlinear Generalization of Fluctuation-Dissipation Theorem for Levy Flights Diffusion and Its Scaling -- Scaling and Correlation of Time Recurrence in Fracture Systems -- On an Integral Related to Two-dimensional Random Walk -- Non-Equilibrium Dynamics and Diffusion Processes -- Hierarchies of Quantum Evolution Equations and Dynamics of Many-Particle Correlations -- Recent Results on Branching Random Walks -- Global Random Walk Algorithm for Diffusion Processes -- Asymptotics for Random Walks in the Quarter Plane with Queueing Applications -- Random Walk in a Finite Directed Graph Subject to a Synchronizing Road Coloring -- Solving Partial Differential Equations via Random Walks : A Review -- Applications of Random Walks for the Analysis of Graphs, Musical Compositions and Language Phylogeny -- The Stock Size and the Predictability of Returns -- A Random Walk Model Related to the Clustering of Membrane Receptor -- The Random Flight and the Persistent Random Walk -- Transport on Lattices with Random Traps : Diffusion, Relaxation and Fluctuations.

Description based on print version record and CIP data provided by publisher.

English.

eBooks on EBSCOhost EBSCO eBook Subscription Academic Collection - Worldwide