Dynamics of Infinite Dimensional Systems

Semilinear Parabolic Systems Under Nonlinear Boundary Conditions.- The Shadowing Lemma for Elliptic PDE.- Coagulation-Fragmentation Dynamics.- Functional Differential Equations and Jensen's Inequality.- Method of Upper and Lower Solutions for Nonlinear Integral Equations and an Application to an Infectious Disease Model.- Competition of Azimuthal Modes and Quasi-Periodic Flows in the Couette-Taylor Problem.- On Bifurcation for Variational Problems.- Nilpotent Normal Form in Dimension 4.- Perturbed Dual Semigroups and Delay Equations.- On Operators Which Leave Invariant a Half-Space.- Global Hopf Bifurcation in Reaction Diffusion Systems with Symmetry.- Longtime Behavior for a Class of Abstract Integrodifferential Equations.- Describing the Flow on the Attractor of One Dimensional Reaction Diffusion Equations by Systems of ODE.- Asymptotic Behavior of Gradient Dissipative Systems.- Generic Properties of Equilibrium Solutions by Perturbation of the Boundary.- Complex Analytical Methods in RFDE Theory.- Qualitative Behavior of the Solutions of Periodic First Order Scalar Differential Equations with Strictly Convex Coercive Nonlinearity.- The Spectrum of Invariant Sets for Dissipative Semiflows.- Approximate Solutions to Conservation Laws via Convective Parabolic Equations: Analytical and Numerical Results.- Conley's Connection Matrix.- Existence and Non-Existence of Finite-Dimensional Globally Attracting Invariant Manifolds in Semilinear Damped Wave Equations.- SL E P Method to the Stability of Singularly Perturbed Solutions with Multiple Internal Transition Layers in Reaction-Diffusion Systems.- Iterated Nonlinear Maps and Hilbert's Projective Metric: A Summary.- Jacobi Matrices and Transversality.- Examples of Attractors in Scalar Reaction-Diffusion Equations.-Gauge Theory of Backlund Transformations, I.- Recent Developments in the Theory of Nonlinear Scalar First and Second Order Partial Differential Equations.- Hopf Bifurcation for an Infinite Delay Functional