论文标题

Spinorial Wheeler-Dewitt波在黑洞视野内部功能

Spinorial Wheeler-DeWitt wave functions inside black hole horizons

论文作者

Kan, Nahomi, Aoyama, Takuma, Shiraishi, Kiyoshi

论文摘要

我们在任意维度的球形黑洞和平面拓扑黑洞的地平线内重新审视Wheeler-Dewitt(WDW)方程的解决方案。对于这些系统,发现方程的解决方案具有相同的形式。因此,可以将Yeom的歼灭解释应用于每种情况。我们已经在最近的论文中将Dirac-type WDW方程式引入了量子宇宙学中,因此我们还将公式应用于黑洞内部的量子理论,以便获得旋转波函数的解决方案。 Spinorial WDW波函数的波数据包的形状表明Yeom解释的变化在此方案中存在。

We revisit the solutions of the Wheeler-DeWitt (WDW) equation inside the horizons of spherical black holes and planar topological black holes in arbitrary dimensions. For these systems, the solutions of the equations are found to have the same form. Therefore, Yeom's Annihilation-to-nothing interpretation can be applied to each case. We have introduced the Dirac-type WDW equations into quantum cosmology in a recent paper, so we also apply our formulation to the quantum theory of the interior of the black hole in order to obtain the solution of the spinorial wave function. The shape of the wave packet of the spinorial WDW wave function indicates that the variation of Yeom's interpretation holds in this scheme.

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