Chiral and Color-superconducting Phase Transitions with Vector Interaction in a Simple Model (Addenda)

Abstract

In the preceding paper(Prog.Theor.Phys.108(2002)929 or hep-ph/0207255), we have shown that the critical line of the first order chiral transition of QCD can have two endpoints. In this addendum, we elucidate the mechanism to realize the two-endpoint structure in the QCD phase diagram and argue the robustness for the appearance of such an interesting phase structure.

References in corpus (3)

• Color superconducting quark matter
• Random Matrix Theory and Chiral Symmetry in QCD
• Spatial and Temporal Hadron Correlators below and above the Chiral Phase Transition

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• Role of Vector Interaction and Axial Anomaly in the PNJL Modeling of the QCD Phase Diagram
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• The Effect of Fluctuations on the QCD Critical Point in a Finite Volume
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