论文标题
具有四分之一场强度校正的敌对黑洞的复杂性生长
Complexity Growth of Dyonic Black holes with Quartic Field Strength Corrections
论文作者
论文摘要
在本文中，根据CA双重性，我们研究了具有四分之一的野外强度校正（$ f^4 $校正）对事件行动中的复杂性增长，一般$ d \ geq4 $ dimimimimionsions and Action Evention and Capision Eventrion的行为与正常的RN黑洞的情况相似，在电气和磁性黑孔之间类似，这是出乎意料的。为了恢复这种二元性，我们将麦克斯韦边界项（在3衍生顺序）添加到动作中，并讨论加法的结果。另外，我们使用了另一种引入ADS边界上的UV有限量的方法来评估带有和没有$ f^4 $校正的二射黑洞的复杂性生长速率。在这种方法中，没有添加表面术语，复杂性的晚期增长率表现出预期的行为。
In this paper, according to CA duality, we study the complexity growth of dyonic RN-type black holes with quartic field strength corrections ($F^4$ corrections) to the matter action in general $D\geq4$-dimensions and find the behavior of action growth, similar to the case of the normal RN black holes, is different between electric and magnetic black holes which is unexpected since violates the electromagnetic duality. For restoring this duality, we add the Maxwell boundary term (at order 3-derivative) to the action and discuss the outcomes of the addition. Also, we have used another method that introduces UV finite cut off at AdS boundary to evaluate the complexity growth rate of dyonic black holes with and without $F^4$ corrections. In this method, without adding a surface term, late time growth rate of complexity exhibits expected behavior.
