- 228 pages
- English
- ePUB (mobile friendly)
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Theory of Relativity
About This Book
This volume is to facilitate undergraduate and graduate students in theory of relativity and help them in their studies of High Energy Physics and Cosmology. The presentation has been kept simple and sufficient details have been provided in order to facilitate the understanding of the subject. The problems have also been selected to clarify the presentation and solutions of selected problems are given for better understanding of the contents.
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This volume is to facilitate undergraduate and graduate students in theory of relativity and help them in their studies of High Energy Physics and Cosmology. The presentation has been kept simple and sufficient details have been provided in order to facilitate the understanding of the subject. The problems have also been selected to clarify the presentation and solutions of selected problems are given for better understanding of the contents.
Request Inspection Copy
Contents:
- Special Theory of Relativity:
- Galilean Transformations
- Lorentz Transformations
- Relativistic Mechanics
- Lorentz Transformations (General Case)
- Four Velocity: Minkowski Force
- Covariant Form of Electrodynamics
- Spin
- Space Time Groups and Their Representations
- General Theory of Relativity: Riemannian Geometry; Curved Space-time:
- Tensor Analysis and Affine Connection
- Geodesic and Equivalence Principle
- Curvature Tensor and Einstein's Field Equations
- The Schwarzschild, Friedmann Robertson Walker (FRW) Metric
Key Features:
- Covers special theory of relativity, space-time groups and general theory of relativity in a concise way
- The mathematics is done in detail
- Solutions of some problems are included in the text
Frequently asked questions
Information
PART 1
Special Theory of Relativity
Chapter 1
GALILEAN TRANSFORMATIONS
1.1Introduction
Table of contents
- Cover Page
- Title Page
- Copyright
- Preface
- Contents
- Special Theory of Relativity
- General Theory of Relativity: Riemannian Geometry; Curved Space Time
- Appendix
- Bibliography