%ACarruthers, P [Los Alamos National Lab., NM (USA). Theoretical Div.]
%D1984
%I;
%JNucl. Phys. A; (Netherlands)
%K73 NUCLEAR PHYSICS AND RADIATION PHYSICS, 72 PHYSICS OF ELEMENTARY PARTICLES AND FIELDS, NUCLEAR MATTER, COLLECTIVE MODEL, IRREVERSIBLE PROCESSES, STOCHASTIC PROCESSES, QUARK MATTER, ANOMALOUS DIMENSION, BAG MODEL, DEEP INELASTIC HEAVY ION REACTIONS, DISTRIBUTION FUNCTIONS, EQUATIONS OF STATE, HADRON-HADRON INTERACTIONS, KINETICS, MULTIPLE PRODUCTION, PHASE SPACE, QUANTUM CHROMODYNAMICS, QUASI PARTICLES, RELATIVISTIC PLASMA, RELATIVISTIC RANGE, SCALING LAWS, SPACE-TIME, SURFACE TENSION, TRANSPORT THEORY, TURBULENCE, CHARGED-PARTICLE REACTIONS, COMPOSITE MODELS, ENERGY RANGE, EQUATIONS, EXTENDED PARTICLE MODEL, FIELD THEORIES, FUNCTIONS, HEAVY ION REACTIONS, INTERACTIONS, MATHEMATICAL MODELS, MATHEMATICAL SPACE, MATTER, NUCLEAR MODELS, NUCLEAR REACTIONS, PARTICLE INTERACTIONS, PARTICLE MODELS, PARTICLE PRODUCTION, PLASMA, QUANTUM FIELD THEORY, QUARK MODEL, SCALE DIMENSION, SPACE, SURFACE PROPERTIES, 653002* - Nuclear Theory- Nuclear Matter, 653007 - Nuclear Theory- Nuclear Models- (-1987), 645204 - High Energy Physics- Particle Interactions & Properties-Theoretical- Strong Interactions & Properties
%PMedium: X; Size: Pages: 501c-523c
%TCollective, stochastic and nonequilibrium behavior of highly excited hadronic matter
%XWe discuss selected problems concerning the dynamics and stochastic behavior of highly excited matter, particularly the QCD plasma. For the latter we consider the equation of state, kinetics, quasiparticles, flow properties and possible chaos and turbulence. The promise of phase space distribution functions for covariant transport and kinetic theory is stressed. The possibility and implications of a stochastic bag are spelled out. A simplified space-time model of hadronic collisions is pursued, with applications to A-A collisions and other matters. The domain wall between hadronic and plasma phase is of potential importance: its thickness and relation to surface tension is noticed. Finally, we review the recently developed stochastic cell model of multiparticle distributions and KNO scaling. This topic leads to the notion that fractional dimensions are involved in a rather general dynamical context. We speculate that various scaling phenomena are independent of the full dynamical structure, depending only on a general stochastic framework having to do with simple maps and strange attractors. 42 refs.
%0Conference
Netherlands Journal ID: CODEN: NUPAB HEDB English