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Cambridge University Press Cambridge Non-homogeneous Random Walks Mathematics Book

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Description

Explore the complexities of stochastic systems with this specialized text from Cambridge University Press. Part of the Cambridge Tracts in Mathematics series (Number 209), this book focuses on Lyapunov function methods for near-critical stochastic systems. Stochastic systems serve as essential abstract models for real-life applications including data transmission, traffic flow, and power supplies. Because these systems often undergo phase transitions when parameters reach critical values, understanding behavior near these points is necessary for effective modeling. This modern text provides the mathematical framework required to identify critical points and analyze how systems switch behaviors when parameters change. It is a vital resource for those studying applied mathematics and the stability of non-homogeneous random walks.

Key Features

Published by Cambridge University Press as part of the Cambridge Tracts in Mathematics series, number 209.

Provides mathematical analysis of non-homogeneous random walks and Lyapunov function methods.

Covers the behavior of near-critical stochastic systems and their phase transitions.

Offers insights into modeling real-life applications like power supply, traffic flow, and data transmission.

Focuses on identifying critical points and understanding system behavior near those specific values.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
22 December 2016
Listed Since
23 April 2016

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