The Thirring Model at Finite Temperature and Density : Analysis Based on a Derivative-Coupling Model : Particles and Fields
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概要
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We give a class of solutions for n-point thermal Green functions in the Thirring model at finite temperature (T≠0) and density (μ≠0) using the functional-integral method. A merit of this method is that the analysis of the T=μ=0 case can be generalized straightforwardly to the T≠0 and μ≠0 case. The thermodynamic potential is also calculated and is found not to be influenced by the interactions. Physical consequences of the solutions are discussed.
- 理論物理学刊行会の論文
- 1987-06-25
著者
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YOKOTA Hiroshi
Department of Veterinary Biochemistry, School of Veterinary Medicine, RAKUNO GAKUEN University
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Yokota H
Department Of Physics Osaka City University
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Yokota Hiroshi
Department Of Applied Chemistry And Biotechnology Faculty Of Engineering Fukui University
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YOKOTA Hiroshi
Department of Physics, Osaka City University
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