CONFORMAL SCATTERING OF MAXWELL FIELDS ON REISSNER–NORDSTRÖM–DE SITTER BLACK

We show decay of the local energy of solutions of the charged Klein-Gordon equation in the exterior De Sitter-Reissner-Nordstr¨ om spacetime by means of a resonance expansion of

In this article, we have proposed an expansion technique to express the radiation of electric/magnetic currents known on a curved interface with a set of elementary beams, the

Kobayashi, [3], states that the connected components of the set of zeros of a Killing vector field on a Riemannian manifold are totally geodesic submanifolds of even codimension

Keywords: Super-zeta regularization, Selberg zeta function, scattering determinant, heat kernel, hyperbolic metric.. 2020 Mathematics Subject

By means of the Tolman coordinate transformation [9] we studied the time dependent version of the AG space, showing that the proper acceleration of a static observer is constant,

In accordance with the uniqueness for the above inverse Dirichlet problem for the Laplace equation, in principle one pair of real valued Cauchy data suffices for the conformal

Conclusion Dans ce chapitre, on a présenté quelques notions sur les cellules solaires à base des semiconducteurs III-nitrures et III-V de type monojonction et multijonction, qui

As the charge and the mass of the Klein-Gordon field are not in Einstein’s equation, we "remove" it from the Klein-Gordon operator to produce the gauge-invariant wave