We compute holographic complexity of charged black brane solutions in arbitrary dimensions for the near horizon limit of near extremal case using two different methods. The corresponding complexity may be obtained either by taking the limit from the complexity of the charged black brane, or by computing the complexity for near horizon limit of near extremal solution. One observes that these results coincide if one assumes to have a cutoff behind horizon whose value is fixed by UV cutoff and also taking into account a proper counterterm evaluated on this cutoff. We also consider the situation for Vaidya charged black branes too.

中文翻译：

---

复杂性和近乎极端的带电黑皮

我们使用两种不同的方法，针对近端情况下的近视界极限，在任意维度上计算带电黑糠溶液的全息复杂性。相应的复杂度可以通过从带电黑糠的复杂度中取极限来获得，也可以通过计算接近极值解的近视界极限来获得。有人观察到，如果假设某个水平线后面有一个截止点，且其值由UV截止点确定，并且考虑到对此截止点评估的适当反条件，则这些结果是重合的。我们也考虑了Vaidya充有黑皮的情况。