论文标题
在消失复杂性的背景下，各向异性星模型
Anisotropic star models in the context of vanishing complexity
论文作者
论文摘要
我们将复杂性的定义用于静态和自我填充对象，以建立三个实现消失的复杂性条件的物理一般相对论各向异性模型，该模型可提供关闭爱因斯坦字段方程系统所需的额外信息。我们通过测试几何和材料部门必须满足的某些条件才能被视为合理的现实模型，从而评估了这些模型的身体可接受性。我们通过断言所研究的案例在选定的参数集中证明是可行的和稳定的，从而呈现了该分析的结果。此外，还讨论了$ p _ {\ perp} = 0 $，并且还讨论了Consenza的各向异性模型似乎不满足期望条件。
We use the definition of complexity for static and self--gravitating objects to build up three physical general relativistic anisotropic models fulfilling the vanishing complexity condition which serves to provide the extra information needed to close the system of Einstein field equations. We evaluate the physical acceptability of these models by testing some of the conditions that the geometric and material sector must satisfy in order to be considered as reasonable realistic models. We present the results of this analysis by asserting that the studied cases demonstrate to be feasible and stable under the chosen set of parameters. Furthermore, the $P_{\perp}=0$ and the Consenza's anisotropy models that seem not satisfying the expect conditions are also discussed.
