Notes: Brand New Item. Not shipped to AK, HI, APO, FPO, AE.
The main goal of the meeting was to facilitate and encourage the application of recent developments in the physical and mathematical sciences to the analysis of deterministic and stochastic processes in nuclear engineering. In contrast with the rapid growth (triggered by computer developments) of nonlinear analysis in other branches of the physical sciences, the theoretical analysis of nuclear reactors is still based on linearized models of the neutronics and thermal-hydraulic feedback loop, an approach that ignores some intrinsic nonlinearities of the real system. The subject of noise was added because of the importance of the noise technique in detecting abnormalities associated with perturbations of sufficient amplitude to generate nonlinear processes. Consequently the organizers of the meeting invited a group of leading researchers in the field of noise and nonlinear phenomena in nuclear systems to report on recent advances in their area of research. A selected subgroup of researchers in areas outside the reactor field provided enlightenment on new theoretical developments of immediate relevance to nuclear dynamics theory.I. Introduction: Basic Concepts.- A Glimpse into the World of Random Walks.- Stochastic Bifurcations in a Generic Dynamical System: A Qualitative Analysis.- Unified Theory of Fluctuations and Parametric Noise.- An Influence Functional Approach for the Elimination of Variables in Stochastic Processes.- Mixing Properties and Resonances in Chaotic Dynamical Systems.- II. Stochastic Processes in Linear Nuclear Systems: Theory.- Application of Stochastic Transport Theory to the Determination of the Statistical Descriptors Used in Noise Analysis.- Determination of Kinetics Parameters Using Stochastic Methods in a 252Cf Driven System.- Solving Low Power Stochastic Equations: Nonlinear Studies.- Contribution to the Discussion.- Exact and Inexact, Explicit and Implicit Solution Techniques for the Forward and Backward Kolgomorow Equations.- III: StochastlCw