目录 Prologue 1 Finsler Space of Hadronic Matter Extension 1.1 Metric Function: Positive nth Root of a nth Order Form 1.2 Finsler Spaces 1.3 Geodesic of the Finsler Spaces 1.4 Indicatrix 1.5 Curvature Tensor 1.6 Minkowski Spacetime as a Finsler Space 1.7 Finslerian Microlooal Spaeetime 1.8 The Macrospace 1.9 Geodesic of the Microspace References 2 Wave Equations in Finsler Space 2.1 Classical Wave Function 2.2 Quantized Space-time 2.3 Microdomain as Quantized Finsler Space 2.4 Field Equation in Finsler Space 2.5 External Electromagnetic Field 2.6 Electromagnetic Field in the Finsler Space 2.7 Electromagnetic Interaction 2.8 General Coordinate Transformation References 3 Field Equations in the Associated Riemannian Spaces 3.1 Associated Riemannian Space 3.2 Dirac Equation in Robertson-Walker Spacetime 3.3 Homogeneous Solutions for Φ(v) and Φc (v) 3.4 Electromagnetic Interaction References 4 Internal Symmetry of Hadrons, Hadron Fields and Interaction 4.1 Particle Mass: A Relation 4.2 The Operators Dl and their Commutation Relations 4.3 Additional Quantum Numbers of Hadron-Constituent 4.4 Internal Symmetry of Hadrons 4.5 Mesons and Baryons 4.6 Hadron Fields and States 4.7 Dynamics of Strong Interaction and S-matrix Axioms References 5 Cosmological Consequences: Early Universe 5.1 Early Universe as a Thermodynamically Open System 5.2 Specific Entropy Per Baryon 5.3 Quantum Creation of Matter 5.4 Particle Creation after the Planck Order Time 5.5 Particles with very Large Mass References 6 Modified General Relativity and Bulk Viscosity 6.1 Early Universe with Bulk Viscosity 6.2 Modified General Relativity 6.3 Early Universe with MGR 6.4 Mild Inflation in the Early Universe 6.5 Bulk Viscosity in the Early Universe under MGR
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