| Preface |
| Acknowledgments |
| Introduction3 |
| Gauge Transformations in Classical Electromagnetism13 / 1： |
| Gravitation and Electricity24 |
| Aftermath of Einstein's Gravitational Theory38 / 2： |
| Generalizations of Einstein's Theory44 / 3： |
| On the Unification Problem of Physics53 |
| Quantum Theory and Five-Dimensional Relativity59 |
| On the Invariant Form of the Wave and Motion Equations for a Charged Point-Mass70 |
| The Renaissance of Weyl's Idea: EM Gauge Theory77 / 4： |
| On a Remarkable Property of the Quantum-Orbits of a Single Electron87 |
| Quantization as an Eigenvalue Problem91 |
| Quantum-Mechanical Interpretation of Weyl's Theory94 |
| Weyl's Classic, 1929107 / 5： |
| Electron and Gravitation121 |
| Klein's Serendipity, 1938147 / 6： |
| On the Theory of Charged Fields152 |
| Pauli's Dimensional Reduction, 1953166 / 7： |
| Meson-Nucleon Interaction and Differential Geometry171 |
| The Yang-Mills Theory, 1953-54182 / 8： |
| Isotopic Spin Conservation and a Generalized Gauge Invariance185 |
| Conservation of Isotopic Spin and Isotopic Gauge Invariance186 |
| Shaw's SO(2) Approach, 1954-55197 / 9： |
| Invariance under General Isotopic Spin Transformations200 |
| Utiyama's General Approach, 1954-55208 / 10： |
| Invariant Theoretical Interpretation of Interaction213 |
| Conclusion240 |
| References243 |
| Index247 |
図書
