Chapter 1 Application of an Approximate R-N-G Theory, to a Model for Turbulent Transport, with Exact Renormalization

Chapter 2 Weak and Strong Turbulence in the Complex Ginzburg Landau Equation

Chapter 3 Symmetries, Heteroclinic Cycles and Intermittency in Fluid Flow

Chapter 4 Finite-Dimensional Description of Doubly Diffusive Convection

Chapter 5 Dynamical Stochastic Modeling of Turbulence

Chapter 7 Loss of Stability of the Globally Unique Steady-State Equilibrium and the Bifurcation of Closed Orbits in a Class of Navier-Stokes Type Dynamical Systems

Chapter 8 Turbulent Bursts, Inertial Sets and Symmetry-Breaking Homoclinic Cycles in Periodic Navier-Stokes Flows

Chapter 9 Navier-Stokes Equations in Thin 3D Domains III: Existence of a Global Attractor

Chapter 10 An Optimality Condition for Approximate Inertial Manifolds

Chapter 11 Some Recent Results on Infinite Dimensional Dynamical Systems