While in this relatively young fieJd of research computer ex­ periments and computer simulations predominated in the past, there now seems to be a change of trend, namely to study certain regular features of chaos by analytical metbods.

I Introduction.- Chaos and Order in Nature.- II Fluid Dynamics. Order and Chaos in Fluid Dynamics.- Rayleigh-Benard Convection in High Prandtl Number Fluid.- Rayleigh-Benard Experiment in a Low Prandtl Number Fluid, Mercury.- Transition to Turbulence Via the Statistical Limit Cycle Route.- Divergence of Coherence Length and Excitation of Resonance in Taylor Vortex Flow.- Non-Equilibrium Phase Transitions in a Kundt’s Tube.- III Chaos in Fluids, Solid State Physics, and Chemical Reactions.- Stochastization of Coherent Structures by a Periodic Field.- Turbulence and Scaling in Solid State Physics.- Dynamic Instabilities Observed in the Belousov-Zhabotinsky System.- IV Instabilities and Bifurcations: Theoretical Approaches.- Hopf-Landau Bifurcation Near Strange Attractors.- Dispersive Instabilities in Nonlinear Systems: The Real and Complex Lorenz Equation.- Bifurcations and Multistability in Nonlinear Optics.- V Plasma Instabilities.- Coherent Wave Interactions in Plasmas and Active Molecular Media.- Instability as a Property of Plasma States.- Phenomena of Self Organization in Dense Plasma.- VI Phase Transitions.- Closed-Form Approximation and Interpolation Formulae for the 3-Dimensional Ising Model.- VII Path Integrals: Recent Developments.- Path Integral Approach to Fluctuations in Dynamic Processes.- Definitions of Path Integrals for General Diffusion Processes.- The Uses of Path Integrals for Diffusion in Bistable Potentials.- VIII General Systems Approaches.- Structural Stability of Stochastic Systems.- Structure-Building Phenomena in Systems with Power-Product Forces.- IX Morphogenesis.- Spatial-Temporal Coordination of Mitotic Activity in Developing Sea Urchin Embryos.- X Once Again in Chaos: Theoretical Approaches.- Modeling Chaotic Systems.- FeigenbaumSequences in Conservative and Dissipative Systems.- On the Perfect Delay Convention or the Revolt of the Slaved Variables.- The Mechanism by Which Many Partial Difference Equations Destabilize.- List of Contributors.

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