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AbstractAbstract
[en] Density fluctuations in small phase space bins for centrally produced particles are conveniently parameterized by a Gaussian free energy functional of the density fluctuation field. This observation leads to the investigation of the O(N) linear σ-model; the O(4) version serves as a prototype theory of the QCD chiral order parameter. We derive an exact, non-perturbative and finite equation for its finite temperature effective action. In the large-N limit, well-known results on the nature of the phase transition are recovered. Thus, we obtain the Ginzburg-Landau theory for a QCD system in thermodynamic equilibrium. (orig.)
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Secondary Subject
Source
10. international conference on ultra-relativistic nucleus-nucleus collisions (Quark Matter '93); Borlaenge (Sweden); 20-24 Jun 1993
Record Type
Journal Article
Literature Type
Conference
Journal
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ACTION INTEGRAL, ASYMPTOTIC SOLUTIONS, CHIRALITY, CRITICAL TEMPERATURE, EFFECTIVE MASS, FLUCTUATIONS, FREE ENERGY, FUNCTIONALS, GINZBURG-LANDAU THEORY, LAGRANGIAN FIELD THEORY, O GROUPS, ORDER PARAMETERS, PHASE TRANSFORMATIONS, PIONS, QUANTUM CHROMODYNAMICS, SCALAR FIELDS, SIGMA MODEL, SYMMETRY BREAKING, TEMPERATURE DEPENDENCE, THERMAL EQUILIBRIUM
BOSON-EXCHANGE MODELS, BOSONS, DYNAMICAL GROUPS, ELEMENTARY PARTICLES, ENERGY, EQUILIBRIUM, FIELD THEORIES, HADRONS, INTEGRALS, LIE GROUPS, MASS, MATHEMATICAL MODELS, MESONS, PARTICLE MODELS, PARTICLE PROPERTIES, PERIPHERAL MODELS, PHYSICAL PROPERTIES, PSEUDOSCALAR MESONS, QUANTUM FIELD THEORY, SYMMETRY GROUPS, THERMODYNAMIC PROPERTIES, TRANSITION TEMPERATURE, VARIATIONS
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