Covariant Physics
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Table of Contents

1: Coordinate Systems and Vectors 2: Tensors 3: Classical Covariance 4: Special Covariance 5: General Covariance 6: Physics in curved spacetime 7: Riemann and Einstein 8: Least action and classical fields 9: Differential forms 10: Generalizing general relativity

About the Author

Dr Moataz H. Emam is a professor of physics at the State University of New York College at Cortland. He holds a BS in civil engineering, a BS in physics, an MSc in high energy physics from Cairo University, as well as a PhD in theoretical physics from the University of Massachusetts at Amherst. Dr Emam also serves periodically as Visiting/Adjunct Professor of Physics at the Zewail City for Science and Technology in Egypt. Teaching and research are Dr Emam's main passions. In his spare time, he maintains a popular science blog in Arabic.

Reviews

Introduces and progresses with the subject in ways that are very conducive to good learning and understanding, and fills a real (and currently unmet) need in an undergraduate's education in preparation for some of modern physics' most fascinating areas. * S. Leslie Blatt, Clark University, Worcester, Massachusetts *
Stresses Einstein's legacy of using the symmetry principle to discover new physics, and introduces the relevant mathematics in a very gradual way. * Ta-Pei Cheng, University of Missouri - St Louis *

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