Evolution Equations, Control Theory, and Biomathematics

Front Cover
Philippe Clement, G Lumer
CRC Press, Nov 23, 1993 - Mathematics - 616 pages
Based on the Third International Workshop Conference on Evolution Equations, Control Theory and Biomathematics, held in Hans-sur-Lesse, Belgium. The papers examine important advances in evolution equations related to physical, engineering and biological applications.

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Contents

Nonlinear and Dynamical Node Transition in Network
1
Uniform Stabilization for the Solutions to a von Kármán Plate
25
E Bradley and I Lasiecka
38
HamiltonJacobi Equations in Infinite Dimensions
51
G Crandall and P L Lions
88
Simultaneous WellPosedness
101
A HilbertSchmidt Property of Resolvent Differences
117
Demuth and J A van Casteren
142
Gradient BlowUps and Global Solvability After the BlowUp
301
The Wave Equation Method in the Spectral Theory of SelfAdjoint
319
Models for DiffusionType Phenomena with Abrupt Changes
337
On Uniqueness and Regularity in Models for DiffusionType
353
Dual Semigroups and Functional Differential Equations
367
McMillan and R Triggiani
402
The LaplaceStieltjes Transform in Banach Spaces and Abstract
417
Stable Asymptotics for Differential Equations in a Hilbert Space
433

Quasilinear Diffusions
155
Smooth Solutions of Nonlinear Elliptic Systems with
173
Control Theory
187
On Second Order Implicit Differential Equations in Banach Spaces
205
Regularity and Decay for Nonlinear Parabolic Boundary Problems
225
Differential Equations on Branched Manifolds
241
Regulator Problem for Linear Distributed Control Systems
259
On the LP Theory of Systems of Linear Partial Differential Equations
275
Superstable CoSemigroups on Banach Spaces
291
Skeels Condition Number for Operators in CşN and Application
451
Rational Approximations of Analytic Semigroups
467
Linear Evolutionary Integral Equations on the Line
485
The Model Nonlocal Nonlinear Equation
515
On the HilleYosida Operators
537
On SemiGroups Having Empty Resolvent Set
553
Can We Understand What Life Is?
573
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