EINSTEIN AND HILBERT: DARK MATTER; EINSTEIN AND HILBERT: DARK MATTER; LIBRARY OF CONGRESS CATALOGING-IN-PUBLICATION DATA; CONTENTS; EDITORIAL INTRODUCTION; References; Announcement; Chapter 1: THE DYNAMICS OF A PARTICLE IN THE THEORY OF INERTIAL TRANSFORMATIONS; Abstract; Introduction; The Dynamics of a Particle in TIT; Conclusions; References; Chapter 2: THE PRINCIPLE OF SOLIDARITY: GEOMETRIZING INTERACTIONS; Abstract; 1. Introduction: The Finzi Principle of Solidarity; 2. An Axiomatic View to Special Relativity; 3. Energy and the Finzi Principle
4. Description of Interactions by Energy-DependentMetrics4.1. Deformed Minkowski Space-Time; 4.2. Energy as Dynamic Variable; 4.3. Deformed Special Relativity; 5. DSR and Lorentz Invariance Breakdown; References; Chapter 3: AN EXTENSION OF MAJORANA'S GRAVITY SHIELDING CONSISTENT WITH SOLAR ECLIPSE ANOMALIES; Abstract; Introduction; Majorana's Gravitational Shielding Hypothesis; GRAG: A Gamma Ray Analogy for Gravity; Gamma-Ray and Gravity Attenuation; Scattering-Dominated Gravity Attenuation; Gravity Deflection; Gravity Reflection; Evidence from Solar Eclipse Anomalies
Confirmation of the Novel Residual Gravity CurveObservation of Gravity Pulses and Other Reflection Effects; Concluding Remarks; Acknowledgments; References; Chapter 4: ON THE PRINCIPLE OF EQUIVALENCE; Abstract; 1. Introduction; 2. Geometric Restrictions fromthe Principle of Equivalence; 3. Physical Constraints of the Principle of Equivalence; 4. Conclusion; Acknowledgments; References; Chapter 5: PSEUDO-COMPLEX GENERAL RELATIVITY AND SOME PREDICTIONS; Abstract; 1. Introduction; 2. Pseudo-Complex Variables; 3. Pseudo-Complex General Relativity
4. Pseudo-Complex Schwarzschild Solution and the Pseudo-Complex Robertson-Walker Universe4.1. Pseudo-complex Schwarzschild solution; 4.2. Perihelion Shift of Mercury; Conclusion; Acknowledgments; References; Chapter 6: MASS GENERATING ANTISYMMETRIC TENSOR FIELD THEORIES; Abstract; I. Introduction; II. Tensor Higgs Mechanism; III. Conclusion; Acknowledgments; References; Chapter 7: KALB-RAMOND FIELDAND DIRAC-K AHLER EQUATION; Abstract; 1. Introduction; 2. Photon and Notoph; 3. RelativisticWave Equations and Massless Vector Field; 4. Dirac-K ahler and Maxwell-Kalb-Ramond Fields; Conclusion
