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Birkhauser Nonlinear Diffusion Equations and Their Equilibrium States

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Description

This volume presents the proceedings from the conference held in Gregynog, Wales, in August 1989. It focuses on nonlinear diffusion equations, which occupy a significant position in the theory of partial differential equations. These equations are essential due to the deep mathematical questions they present and their practical applications across various scientific and technological sectors. The text explores the central theory surrounding the equation Ut = div cp(U) + f(u), where div denotes the n-dimensional Laplacian. Readers can find information regarding biological and chemical pattern formation, semiconductor design, and environmental issues such as solute transport in groundwater flow. Additionally, the content covers important topics like phase transitions and combustion theory, making it a valuable resource for those studying the mathematical foundations of these complex processes.

Key Features

Covers essential mathematical theories regarding nonlinear diffusion equations and partial differential equations.

Explores practical applications in biological and chemical pattern formation for scientific research.

Provides insights into semiconductor design and related technological developments.

Addresses environmental science topics including solute transport in groundwater flow.

Includes studies on phase transitions and combustion theory for advanced mathematical study.

Contains proceedings from the August 1989 conference held in Gregynog, Wales.

Product Specifications

Format
paperback
Domain
Amazon UK
Publication Date
13 October 2012
Listed Since
03 March 2013

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