00000nam a22000008i 4500 UP-8027390931311605399 Buklod 20250604132643.0 m |o d | cr ||||||||||| 250228s2020 nju b 001 0 eng 2019046225 9789811212994 (hardcover) 21318628 BSOR/DLC eng rda DLC eng pcc QC 185 D47 2020 519.2/33 23 Deng, Weihua author. Modeling anomalous diffusion from statistics to mathematics Weihua Deng, Ru Hou, Wanli Wang, Pengbo Xu. 911 New Jersey World Scientific [2020] xi, 254 pages 24 cm text txt rdacontent unmediated rdamedia volume nc rdacarrier Includes bibliographical references and index. Stochastic models -- Fokker-Planck equations -- Feynman-Kac equations -- Aging Fokker-Planck and Feynman-Kac equations -- Fokker-Planck and Feynman-Kac equations with multiple internal states -- Fractional reaction diffusion equations and corresponding Feynman-Kac equations -- Renewal theory for fractional Poisson process : typical versus rare -- Governing equation for average first passage time and transitions among anomalous diffusions. One of the authors, Weihua Deng, has an interdisciplinary research background with a deep understanding on the related anomalous models from the viewpoint of mathematics and physics In this book, we not only introduce the widely investigated models but also discuss some new topics, for example, infinite densities, functionals, etc. This book will get more attention from undergraduates and some high-level students"-- Provided by publisher. Differential equations, Partial. Stochastic processes. Diffusion Mathematical models. Xu, Pengbo author. Hou, Ru 1990- author. Wang, Wanli 1987- author. FO Printed UPD DSTC QC 185 D47 2020 Book