It is shown that the class-D solutions considered by Carter and Plebanski have the remarkable property that the associated wave equations are regular where the manifold is intrinsically singular. The Reissner-Nordström case is then studied in detail. It is demonstrated that the Hamiltonian operator is not self-adjoint, and the consequences of that on the reflection coefficient are examined.
Klein-Gordon field in a naked-singularity background / Martellini, M.; Reina, C.; Treves, A.. - In: PHYSICAL REVIEW D. - ISSN 0556-2821. - 17:10(1978), pp. 2573-2575. [10.1103/PhysRevD.17.2573]
Klein-Gordon field in a naked-singularity background
Reina, C.;Treves, A.
1978-01-01
Abstract
It is shown that the class-D solutions considered by Carter and Plebanski have the remarkable property that the associated wave equations are regular where the manifold is intrinsically singular. The Reissner-Nordström case is then studied in detail. It is demonstrated that the Hamiltonian operator is not self-adjoint, and the consequences of that on the reflection coefficient are examined.File in questo prodotto:
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