Critical Behavior of Hadronic Matter. 1. Critical Point Exponents
Apr, 197811 pages
Published in:
- Phys.Rev.D 19 (1979) 1912
Report number:
- CERN-TH-2493
Citations per year
Abstract: (APS)
In statistical physics, the principle of maximum entropy provides conditions on the singular behavior of thermodynamic functions near a critical point, in the form of inequalities for the critical-point exponents. Hadronic matter, when described by an exponentially rising density of states (dual resonance, statistical bootstrap models), exhibits critical behavior at a finite temperature Tc. We calculate the basic critical-point exponents for such systems and investigate the range of validity of the corresponding inequalities.- HADRON: MANY-BODY PROBLEM
- HADRON: MATTER
- STATISTICAL MECHANICS: CRITICAL PHENOMENA
- dual resonance model
- BOOTSTRAP: STATISTICAL
- THERMODYNAMICS
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