Astroparticle Physics and Cosmology: Perspectives in the Multimessenger Era

by Subhendra Mohanty

Overview

Cosmology and astroparticle physics have seen an avalanche of discoveries in the past decade (IceCube - high energy neutrinos, LIGO - gravitational waves, Fermi- gamma-ray telescope, Xenon-1T - dark matter detection, PLANCK- cosmic microwave radiation, EHT picture of black hole, SDSS -galaxy surveys), all of which require a multidisciplinary background for analyzing the phenomena. The arena for testing particle physics models is in the multimessenger astronomical observations and at the same time cosmology now requires a particle physics basis for explaining many phenomena. This book discusses the theoretical tools of particle physics and general relativity which are essential for understanding and correlating diverse astronomical observations.

Product Details

ISBN-13:	9783030562007
Publisher:	Springer International Publishing
Publication date:	10/10/2020
Series:	Lecture Notes in Physics , #975
Edition description:	1st ed. 2020
Pages:	287
Sales rank:	870,466
Product dimensions:	6.10(w) x 9.25(h) x (d)

About the Author

Dr. Subhendra Mohanty obtained his Ph.D from University of Wisconsin-Madison and, after a few post-doctoral stints at CERN, ICTP and other institutions, has been at the Physical Research Laboratory (India) where he is currently a Senior Professor. He has also been a Visiting Professor at Universitat Autonoma of Barcelona. Dr. Mohanty has given numerous courses on various aspects of particle physics and cosmology at his home institution and outside, being an early adopter of the genre of Astroparticle Physics. He has published more than hundred research papers with his local and international collaborators and has trained numerous PhD students and young researchers in the field.

Table of Contents

Effective potential and phase transitions.- Gravitational Waves.- Black Holes.- High energy cosmic rays.- Dark Matter.- Supersymmetry.- Inflation.- Lorentz transformations of fields.- The FRW Universe.- Gauge Invariant Metric Perturbations.