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Holographic entanglement entropy, subregion complexity and Fisher information metric of ‘black’ non-susy D3 brane

机译:“非黑色” D3麸皮的全息纠缠熵,子区域复杂度和Fisher信息度量

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The BPS D3 brane has a non-supersymmetric cousin, called the non-susy D3 brane, which is also a solution of type IIB string theory. The corresponding counterpart of black D3 brane is the ‘black’ non-susy D3 brane and like the BPS D3 brane, it also has a decoupling limit, where the decoupled geometry (in the case we are interested, this is asymptotically AdS5× S5) is the holographic dual of a non-conformal, non-supersymmetric QFT in(3+1)-dimensions. In this QFT we compute the entanglement entropy (EE), the complexity and the Fisher information metric holographically using the above mentioned geometry for spherical subsystems. The fidelity and the Fisher information metric have been calculated from the regularized extremal volume of the codimension one time slice of the bulk geometry using two different proposals in the literature. Although for AdS black hole both the proposals give identical results, the results differ for the non-supersymmetric background.
机译:BPS D3麸皮具有一个非超对称表亲,称为非敏感D3麸皮,它也是IIB型弦理论的解决方案。黑色D3焊缝的对应对应物是“黑色”非多余的D3焊缝,并且与BPS D3焊缝一样,它也具有解耦限制,即解耦的几何形状(在我们感兴趣的情况下,这是渐近的AdS5×S5)是(3 + 1)维非共形,非超对称QFT的全息对偶。在此QFT中,我们使用上述球形子系统的几何图形全息计算了纠缠熵(EE),复杂度和Fisher信息度量。保真度和Fisher信息量度是使用文献中的两个不同建议,根据体积几何结构一个时间片的余维正则化极值体积计算得出的。尽管对于AdS黑洞,两个提议给出的结果相同,但对于非超对称背景,结果却不同。

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