Invariance of the distributional curvature of the cone under smooth diffeomorphisms
Invariance of the distributional curvature of the cone under smooth diffeomorphisms
An explicit calculation is carried out to show that the distributional curvature of a 2-cone, calculated by Clarke et al (Clarke C J S, Vickers J A and Wilson J P 1996 Class. Quantum Grav. 13 2485-98), using Colombeau's new generalized functions is invariant under nonlinear Coo coordinate transformations.
579-588
Vickers, J.A.
719cd73f-c462-417d-a341-0b042db88634
Wilson, J.P.
99f77ded-dfa0-4865-b73d-e4afb37b1158
1999
Vickers, J.A.
719cd73f-c462-417d-a341-0b042db88634
Wilson, J.P.
99f77ded-dfa0-4865-b73d-e4afb37b1158
Vickers, J.A. and Wilson, J.P.
(1999)
Invariance of the distributional curvature of the cone under smooth diffeomorphisms.
Classical and Quantum Gravity, 16 (2), .
(doi:10.1088/0264-9381/16/2/019).
Abstract
An explicit calculation is carried out to show that the distributional curvature of a 2-cone, calculated by Clarke et al (Clarke C J S, Vickers J A and Wilson J P 1996 Class. Quantum Grav. 13 2485-98), using Colombeau's new generalized functions is invariant under nonlinear Coo coordinate transformations.
Text
DiffeoInvarianceCone.pdf
- Accepted Manuscript
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Submitted date: 20 October 1998
Published date: 1999
Identifiers
Local EPrints ID: 29326
URI: http://eprints.soton.ac.uk/id/eprint/29326
ISSN: 0264-9381
PURE UUID: 3f75d4bd-b9da-4053-9f5b-be5962c0af85
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Date deposited: 06 Feb 2007
Last modified: 16 Mar 2024 02:34
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Author:
J.A. Vickers
Author:
J.P. Wilson
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