TL;DR
This paper re-examines a recently discovered interior solution for the Kerr metric using geometric techniques, focusing on matching a nonholonomic surface to the exterior Kerr solution.
Contribution
It introduces a new geometric approach to analyze the Kerr interior, emphasizing the matching of nonholonomic surfaces to the exterior solution.
Findings
Successful matching of a nonholonomic surface to the Kerr exterior
Enhanced understanding of Kerr interior geometries
Potential implications for black hole interior models
Abstract
A recently found interior for the Kerr metric is re-investigated by means of geometrical methods. A surface with nonholonomicity is matched to the surface of the exterior solution.
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Taxonomy
TopicsNonlinear Waves and Solitons · Nonlinear Photonic Systems · Advanced Fiber Laser Technologies