Classical Electrodynamics and Theory of Relativity
arXiv:physics/0311011
Abstract
This book is a manual for the course of electrodynamics and theory of relativity. It is recommended primarily for students of mathematical departments. This defines its style: I use elements of vectorial and tensorial analysis, differential geometry, and theory of distributions in it. Russian version of this book was published in 1997 under the approval by Methodic Commission of Mathematical Department of Bashkir State University.
The manual for students, AmSTeX, 163 pages of A5 format, amsppt style version 2.1h, 12 figures in EPS files
References in corpus (1)
Cited by in corpus (16)
- A note on invertible quadratic transformations of the real plane
- A note on Dirac spinors in a non-flat space-time of general relativity
- The electro-weak and color bundles for the Standard Model in a gravitation field
- Commutation relationships and curvature spin-tensors for extended spinor connections
- A note on Kosmann-Lie derivatives of Weyl spinors
- A note on metric connections for chiral and Dirac spinors
- A note on connections of the Standard Model in a gravitation field
- On the Dirac equation in a gravitation field and the secondary quantization
- A model with two quantum particles similar to the hydrogen atom
- Gauge or not gauge?
- Spinor functions of spinors and the concept of extended spinor fields
- A note on the kinematics of dislocations in crystals
- On deformations of metrics and their associated spinor structures
- On the spinor structure of the homogeneous and isotropic universe in closed model
- Comparison of two formulas for metric connections in the bundle of Dirac spinors
- Foundations of geometry for university students and high-school students