Kerr black holes are, in theory, the space-time region outside of a black hole. Kerr black holes were first proposed in 1963, and for nearly 60 were not mathematically proven to have stability. In other words, an inevitably perturbance to a Kerr black hole.
Relying on proof by contradiction, on May 30 three researchers posted online a 912-page paper a mathematical analysis to show "that slowly rotating Kerr black holes are indeed stable."[1]
References[edit]
- ↑ https://www.quantamagazine.org/black-holes-finally-proven-mathematically-stable-20220804/
| Theory of Relativity |
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| | Theories | Special Relativity • General Relativity • Quantitative Introduction to General Relativity | | | Geometry | Differential geometry • Spacetime • Minkowski space | | | Controversy and disproofs | Counterexamples to Relativity • Pioneer anomaly • Action-at-a-distance (especially Quantum entanglement)• Objections to Einstein's theories of relativity | | | Liberal pseudoscience | Black holes • Dark matter • Moral relativism • Wormholes | | | See also | Classical mechanics • Law of Universal Gravitation • Quantum mechanics • Quantifying Order |
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