General Relativity And Cosmology By Srivastava Pdf

general relativity and cosmology by srivastava pdf

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Published: 30.04.2021

X-ray reflection spectroscopy is a promising technique for testing general relativity in the strong-field regime as it can be used to test the Kerr black hole hypothesis. In this context, the parametrically deformed black hole metrics proposed by Konoplya, Rezzolla, and Zhidenko [ Phys. D 93 , ] form an important class of non-Kerr black holes. We perform a qualitative analysis of the effect of the leading order strong-field deformation parameters on typical observables like the innermost stable circular orbits and the reflection spectra. We also present the first x-ray constraints on some of the deformation parameters of this metric, using Suzaku data from the supermassive black hole in Ark , and compare them with those obtained or expected from other observational techniques like gravitational waves and black hole imaging.

Frontiers of Fundamental Physics

Account Options Sign in. Top charts. New arrivals. The general theory of relativity and its applications to cosmology requires very deep understanding of mathematics and physics. Keeping this in mind, this self-contained textbook is written which addresses to general relativity and cosmology.

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General Relativity and Cosmology PDF Download

The Sixth International Symposium "Frontiers of Fundamental and Computational Physics", Udine, Italy, September , aimed at providing a platform for a wide range of physicists to meet and share thoughts on the latest trends in various, mainly cross-disciplinary research areas. Such frontier lines were unified by the use of computers as an, often primary, research instruments, or dealing with issues related to information theory. The book contains contributions by Nobel Laureates Leon N.

General Relativity and Cosmology

Skip to search form Skip to main content You are currently offline. Some features of the site may not work correctly. DOI: Srivastava Published Physics Pramana.

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Some aspects of Kaluza-Klein cosmology

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