Statistical Mechanics & Random Walks: Principles, Processes & Applications

Author:   Abram Skogseid ,  Vicente Fasano
Publisher:   Nova Science Publishers Inc
ISBN:  

9781614709664


Pages:   651
Publication Date:   18 April 2012
Format:   Hardback
Availability:   Awaiting stock   Availability explained


Our Price $858.00 Quantity:  
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Statistical Mechanics & Random Walks: Principles, Processes & Applications


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Author:   Abram Skogseid ,  Vicente Fasano
Publisher:   Nova Science Publishers Inc
Imprint:   Nova Science Publishers Inc
Weight:   1.346kg
ISBN:  

9781614709664


ISBN 10:   1614709661
Pages:   651
Publication Date:   18 April 2012
Audience:   General/trade ,  Professional and scholarly ,  General ,  Professional & Vocational
Format:   Hardback
Publisher's Status:   Unknown
Availability:   Awaiting stock   Availability explained

Table of Contents

Application of Stochastic Approaches to Modelling Suspension Flow in Porous Media; Unusual Brownian Motion; Anomalous Diffusion of Particles in Edge Plasma Turbulence in Tokamaks & Random & Levy 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 & its Scaling; Scaling & Correlation of Time Recurrence in Fracture Systems; On an Integral Related to Two-Dimensional Random Walk; Non-Equilibrium Dynamics & Diffusion Processes; Hierarchies of Quantum Evolution Equations & 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, & Language Phylogeny; The Stock Size & the Predicitability of Returns; A Random Walk Model Related to the Clustering of Membrane Receptors; The Random Flight & the Persistent Random Walk; Transport on Lattices with Random Traps: Diffusion, Relaxation & Fluctuations.

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