论文标题
带有Quasigluon的大量仪表理论热$ su（n）$：相变和热力学
Massive Gauge Theory with Quasigluon for Hot $SU(N)$: Phase Transition and Thermodynamics
论文作者
论文摘要
为任何$ n $的热$ su（n）$ pure pure-mills（pym）系统的解体阶段过渡和热力学的解释，可以正确统一地解释一个模型，以构建一个挑战。在本文中，我们以Quasigluon模型的启发，将大量PYM模型稍微概括为Quasigluon质量$ m_g（t）$变化的情况。在这样的框架中，我们可以通过扰动计算获得有效的时间表场背景，而不是手工添加。由此产生的潜力很好地描述了所有$ n $的热PYM系统的行为，通过单个参数$ m_g（t）$。此外，在统一特征值分发的假设下，发现机器学习安装的$ m_g（t）$遵循$ n $ umiversality。
It is challenging to build a model that can correctly and unifiedly account for the deconfinement phase transition and thermodynamics of the hot $SU(N)$ pure Yang-Mills (PYM) system, for any $N$. In this article, we slightly generalize the massive PYM model to the situation with a quasigluon mass $M_g(T)$ varying with temperature, inspired by the quasigluon model. In such a framework, we can acquire an effective potential for the temporal gauge field background by perturbative calculation, rather than adding by hand. The resulting potential works well to describe the behavior of the hot PYM system for all $N$, via the single parameter $M_g(T)$. Moreover, under the assumption of unified eigenvalue distribution, the $M_g(T)$ fitted by machine learning is found to follow $N$-universality.
