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Item Details
Title: NON-STANDARD AND IMPROPERLY POSED PROBLEMS
Volume: Volume 194
By: Brian Straughan, William F. Ames, William F. Ames
Format: Hardback

List price: £135.00


We currently do not stock this item, please contact the publisher directly for further information.

ISBN 10: 0120567458
ISBN 13: 9780120567454
Publisher: ELSEVIER SCIENCE PUBLISHING CO INC
Pub. date: 7 July, 1997
Series: Mathematics in Science & Engineering
Pages: 303
Description: Provides an overview of the methodology typically used to study improperly posed problems. This book addresses continuous dependence on initial-time and spatial geometry and on modeling backward and forward in time. It covers non-standard or non-characteristic problems, and also presents other relevant improperly posed problems.
Synopsis: Written by two international experts in the field, this book is the first unified survey of the advances made in the last 15 years on key non-standard and improperly posed problems for partial differential equations.This reference for mathematicians, scientists, and engineers provides an overview of the methodology typically used to study improperly posed problems. It focuses on structural stability--the continuous dependence of solutions on the initial conditions and the modeling equations--and on problems for which data are only prescribed on part of the boundary. The book addresses continuous dependence on initial-time and spatial geometry and on modeling backward and forward in time. It covers non-standard or non-characteristic problems, such as the sideways problem for a heat or hyberbolic equation and the Cauchy problem for the Laplace equation and other elliptic equations. The text also presents other relevant improperly posed problems, including the uniqueness and continuous dependence for singular equations, the spatial decay in improperly posed parabolicproblems, the uniqueness for the backward in time Navier-Stokes equations on an unbounded domain, the improperly posed problems for dusty gases, the linear thermoelasticity, and the overcoming Holder continuity and image restoration.
Publication: US
Imprint: Academic Press Inc
Returns: Non-returnable
Some other items by this author:
ALTERNATIVE MATHEMATICAL THEORY OF NON-EQUILIBRIUM PHENOMENA (HB)
CONTINUUM MECHANICS AND APPLICATIONS IN GEOPHYSICS AND THE ENVIRONMENT (HB)
CONTINUUM MECHANICS AND APPLICATIONS IN GEOPHYSICS AND THE ENVIRONMENT (PB)
CONVECTION WITH LOCAL THERMAL NON-EQUILIBRIUM AND MICROFLUIDIC EFFECTS (HB)
CONVECTION WITH LOCAL THERMAL NON-EQUILIBRIUM AND MICROFLUIDIC EFFECTS (PB)
EXPLOSIVE INSTABILITIES IN MECHANICS (HB)
EXPLOSIVE INSTABILITIES IN MECHANICS (PB)
HEAT WAVES (HB)
HEAT WAVES (PB)
INEQUALITIES FOR DIFFERENTIAL AND INTEGRAL EQUATIONS (HB)
MATHEMATICAL ASPECTS OF MULTI-POROSITY CONTINUA
MATHEMATICS FOR MECHANICAL ENGINEERS
MATHEMATICS FOR MECHANICAL ENGINEERS (HB)
NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS IN ENGINEERING BY W F AMES (HB)
STABILITY AND WAVE MOTION IN POROUS MEDIA (HB)
STABILITY AND WAVE MOTION IN POROUS MEDIA (PB)
THE ENERGY METHOD, STABILITY, AND NONLINEAR CONVECTION (HB)
THE ENERGY METHOD, STABILITY, AND NONLINEAR CONVECTION (PB)
THERMAL CONVECTION WITH A CATTANEO FLUX LAW (HB)
TIPPING POINTS
TIPPING POINTS (HB)

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