Abstract
Chiral symmetry phase transition is studied by making use of the finite temperature Green's function and the path integral approach in the chiral soliton model. The temperature-dependent effective potential is obtained in the one-loop approximation, including quark and -, -meson loop. The critical temperature versus the nuclear density is calculated. At zero baryon density the critical temperature is . In nuclear medium it is found that the critical temperature decreases fast when the nuclear density is increasing.
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