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- General Implications of Lorentz and Poincare Invariance
- The Historical and Physical Context of Relativity Theory
- Introduction and Overview
- Space, Time and Inertia! Frames
- The Nontrivial Pursuit of Earth’s Absolute Motion
- Newton’s frame of absolute rest
- Measuring Earth’s velocity
- On the Right Track: Voigt, Lorentz, and Larmor
- The Contributions of Poincare
- The Novel Creation of the Young Einstein
- A Broader View of Relativity: The Central Role of the Principle of Relativity
- Relativity Based Solely on the Principle of Relativity
- Common Relativity
- Experimental Tests I
- Experimental Tests II
- Group Properties of Taiji Relativity and Common Relativity
- Invariant Actions in Relativity Theories and Truly Fundamental Constants
- Common Relativity and Many-Body Systems
- The Role of the Principle of Relativity in the Physics of Accelerated Frames
- Common Relativity and the 3K Cosmic Microwave Background
- Common Relativity and Quantum Mechanics
- Common Relativity and Fuzzy Quantum Field Theory
- Extended Relativity: A Weaker Postulate for the Speed of Light
- The Principle of Limiting Lorentz and Poincare Invariance
- Extended Lorentz Transformations for Frames with Constant-Linear-Accelerations
- Physical Properties of Spacetime in Accelerated Frames
- A general transformation for a CLA frame with an arbitrary (beta(w)
- The singular wall and horizons in the Wu transformation
- Generalized M0ller-Wu-Lee transformation for an accelerated frame
- Decay-length dilations due to particle acceleration
- Extended Lorentz Transformations for Accelerated Frames and a Resolution to the ” Two-Spaceship Paradox
- Dynamics of Classical and Quantum Particles in Constant-Linear-Acceleration Frames
- Quantizations of Scalar, Spinor, and Electromagnetic Fields In Constant-Linear-Acceleration Frames
- Group and Lie Algebra Properties of Accelerated Spacetime Transformations
- Coordinate Transformations for Frames with a General-Linear Acceleration
- A Taiji Rotational Transformation with Limiting 4-Dimensional Symmetry
- Appendices
- A. – Systems of Units and the Development of Relativity Theories
- B. – Can one Derive the Lorentz Transformation from Precision Experiments
- C – Quantum Electrodynamics in Both Linearly Accelerated and nertial Frames
- D. – Yang-Mills Gravity with Translation Gauge Symmetry in Inertial and Non-inertial Frames