论文标题
$ ϕ^6 $理论多场的差分配置熵
Differential configurational entropy for multi-field of the $ϕ^6$ theory
论文作者
论文摘要
研究了具有多场的$ ϕ^6 $理论的拓扑结构。 $ ϕ^6 $理论很有趣，因为它是一种理论，它允许拓扑结构产生双键甚至多键配置。在这项工作中，我们考虑并研究了两个实际标量场模型的解决方案。为了达到我们的目的，我们使用Bogomol'nyi-Prasad-Sommerfield提出的方法研究了字段的BPS属性。使用BPS能量密度，研究了BPS结构的差分构型熵（DCE）。 DCE的结果表明该模型的拓扑领域之一最有可能的场合配置。
The topological structures of a $ϕ^6$ theory with multi-field are studied. The $ϕ^6$ theory is interesting because it is a theory that allows the shrinkage of topological structures generating double-kink or even multi-kink configurations. In this work, we consider and study the solutions of a two real scalar fields model. To reach our purpose, we investigate the BPS properties of the fields using the approach proposed by Bogomol'nyi-Prasad-Sommerfield. Using the BPS energy density, the differential configurational entropy (DCE) of the BPS structures is studied. The result of the DCE indicates the most likely field configuration of one of the topological sectors of the model.
