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A Weyl law for black holes

A Weyl law for black holes
A Weyl law for black holes
We discuss a Weyl’s law for the quasinormal modes of black holes that recovers the structural features of the standard Weyl’s law for the eigenvalues of Laplacian-like operators in compact regions. Specifically, we propose that the asymptotics of the counting function
2470-0010
Jaramillo, José luis
017c7391-fa75-4f36-bef4-61f55906378c
Macedo, Rodrigo Panosso
8f176eb4-ca20-492b-a41e-e78d47d6fefe
Meneses-Rojas, Oscar
1ed2e1ae-aca2-4746-805f-d2b1122e41b1
Raffaelli, Bernard
60025073-6d00-4336-ab2f-4565e2ae11c3
Al sheikh, Lamis
d87a98de-88dd-4e22-b1aa-38ef0533e900
Jaramillo, José luis
017c7391-fa75-4f36-bef4-61f55906378c
Macedo, Rodrigo Panosso
8f176eb4-ca20-492b-a41e-e78d47d6fefe
Meneses-Rojas, Oscar
1ed2e1ae-aca2-4746-805f-d2b1122e41b1
Raffaelli, Bernard
60025073-6d00-4336-ab2f-4565e2ae11c3
Al sheikh, Lamis
d87a98de-88dd-4e22-b1aa-38ef0533e900

Jaramillo, José luis, Macedo, Rodrigo Panosso, Meneses-Rojas, Oscar, Raffaelli, Bernard and Al sheikh, Lamis (2024) A Weyl law for black holes. Physical Review D, 110 (10), [104008]. (doi:10.1103/PhysRevD.110.104008).

Record type: Article

Abstract

We discuss a Weyl’s law for the quasinormal modes of black holes that recovers the structural features of the standard Weyl’s law for the eigenvalues of Laplacian-like operators in compact regions. Specifically, we propose that the asymptotics of the counting function

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Submitted date: 31 October 2023
Accepted/In Press date: 12 July 2024
Published date: 5 November 2024
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Identifiers

Local EPrints ID: 497187
URI: http://eprints.soton.ac.uk/id/eprint/497187
DOI: doi:10.1103/PhysRevD.110.104008
ISSN: 2470-0010
PURE UUID: 57fe5e52-80f4-4f45-a971-ca7ad97d22da
ORCID for Rodrigo Panosso Macedo: ORCID iD orcid.org/0000-0003-2942-5080

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Date deposited: 15 Jan 2025 18:03
Last modified: 18 Jan 2025 03:13

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Contributors

Author: José luis Jaramillo
Author: Rodrigo Panosso Macedo ORCID iD
Author: Oscar Meneses-Rojas
Author: Bernard Raffaelli
Author: Lamis Al sheikh

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