| Table of Contents | |
| Preface for the English edition | 4 |
| Note from the Author | 6 |
| Table of Contents | 8 |
| Introduction | 10 |
| I.1. What is this book all about? | 10 |
| I.2. Interesting historical facts regarding Maxwell’s equations | 11 |
| I.3. New aspects regarding Maxwell’s equations | 16 |
| I.4. Fully erroneous ideas regarding Maxwell’s equations | 20 |
| I.5. Incorrectly interpreted specific problems | 21 |
| I.6. References | 23 |
| Chapter 1. Equations | 24 |
| 1.1. Symbols and notations used | 24 |
| 1.2. The most general form of Maxwell’s equations | 25 |
| 1.3. Derivation of complex form of vector for fields E and B | 26 |
| 1.4. Application of complex notation allows for the most general form of equations | 30 |
| 1.5. Even More General Notation of Equations | 32 |
| 1.6. General Solution of Maxwell’s Equations | 33 |
| Chapter 2. Maxwell’s Equations Solution | 36 |
| 2.1. Proper solution of Maxwell’s equations | 36 |
| 2.2. One-direction solution | 37 |
| 2.2.1. Solution for homogenous equation | 37 |
| 2.2.2. Boundary/Initial conditions problem | 42 |
| 2.2.3. Solution for nonhomogeneous equation | 48 |
| 2.3. Solutions for three-directional equation | 57 |
| 2.3.1. Solution for three-directional homogenous equation | 57 |
| 2.3.2. Solution for nonhomogeneous equation | 61 |
| 2.3.3. Correct interpretation of inverse square law | 64 |
| 2.3.4. Biot- Savart’s law in Maxwell’s equations | 66 |
| 2.3.5. Coulomb’s law in Maxwell’s equations | 68 |
| 2.3.6. Faraday’s induction law in Maxwell’s equations | 69 |
| Supplement – Mathematical problems and other issues | 72 |
| 3.1. Short and simple proof of Fermat's theorem | 72 |
| 3.1.1. Andrew Beal’s conjecture | 74 |
| 3.1.2. Pythagorean triples | 75 |
| 3.2. The origin of inertial mass and equation E = mc2 | 78 |
| 3.3. The relation between gravitational constant G and speed of light | 79 |
| 3.4. Why Moon in first and last quarter phase does not “look at” the Sun | 81 |
| Final notes | 85 |