Quantum Field Theory and General Relativity as approximations to reality using probability density wave packets and Hermitian operators or 4-space-time tensor theory acceleration gradients can now be combined and explained with a single, discreet, quantized, super-summation Lagrangian energy theory called quantized inertia super-summation principle (QISP). Gravity Physics can be explained more realistically from a quantized gravity collision theory and quantized photon collision theory perspective. Introduces the concept of discontinuous, discreet, free-state and bound-state quantum mass and photon quantum perspectives as applied to General Relativity continuous mathematics. Provides a brief introduction to General Relativity continuous 4-velocity Riemann Tensor mathematics from a discreet, discontinuous, quantized collision theory mathematics perspective and implications to the Standard Model. Note:This book is an incomplete and evolving research manuscript which will correct syntax and errors in logic as they are discovered or validated by experiment in future theoretical investigations. Version 5.0 explains why the speed of light c for a photon quantum in free space is limited by a limiting free space refraction index (the same mechanism as gravity acting on bound-state fermions) and caused by free-state photon quantum collisions with free-state mass quantum particle "halos" throughout the universe. Version 4.0 adds Heisenberg uncertainty for gravity, reasons for composite image "illusions" as a consequence of special relativity and adds energy, dark matter, dark energy equivalence concepts. Version 3.0 adds a chapter on Quantum Gravity, solutions to objections to a single, finite, discreet energy theory called quantized inertia super-summation principle or "collision theory" approaches, detailed derivations for General Relativity, relationship to Gauss's Law and adds glossary definitions for matrix and group theory. Version 4.0 will provide more rigorous mathematics as quantum derivations and gravity derivations are explored in the companion books, "How to Succeed at Understanding Quantum Field Theory" and "How to Succeed at Understanding Newtonian Physics" M. Hatcher. This book is a more rigorous companion book to "How to Succeed at Understanding the Universe" and "How to Succeed at Understanding Physics; Alternative Physics".
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