Hidden Symmetries and Integrability in Higher Dimensional Rotating Black Hole Spacetimes
Marco Cariglia, Pavel Krtous, David Kubiznak
TL;DR
This paper introduces the role of hidden symmetries, specifically Killing-Stackel and Killing-Yano tensors, in the integrability of equations governing higher-dimensional rotating black holes with cosmological constant.
Contribution
It provides a pedagogical overview of hidden symmetries and their significance in the integrability of physical equations in higher-dimensional black hole spacetimes.
Findings
Identification of Killing-Stackel and Killing-Yano tensors in black hole spacetimes
Explanation of their role in integrability of equations
Application to higher-dimensional rotating black holes with cosmological constant
Abstract
This is a short pedagogical introduction to the subject of Killing-Stackel and Killing-Yano tensors and their role in the integrability of various types of equations that are of physical interest in curved spacetime, the main application being higher dimensional rotating black holes with cosmological constant.
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