Orbiting the moons of Pluto : complex solutions to the Einstein, Maxwell, Schrödinger, and Dirac equations / by Elizabeth A. Rauscher, Richard L. Amoroso.

Includes bibliographical references and index.

Orbiting the Moons of Pluto -- Structure, Properties and Implications of Complex Minkowski Spaces -- Major Principles of Physics: Poincaré Invariance, Analyticity, Unitarity and Complex Minkowski Space -- Nonlocal Interconnectedness as a Fundamental Principle of Reality -- The Complexification of Maxwell's Equations -- Vector and Scalar Potentials, Advanced and Retarded Waves and Nonlocal Phenomena -- The Complex Form of Relativistic Maxwell's Equations -- Real and Complex Amended Maxwell's Equations for Non-Abelian Gauge Groups -- Sub and Superluminal Transformations of the Complex Vector Potential -- The Schrödinger Equation in Complex Minkowski Space -- Spinors, Twistors, Quaternions, and Complex Space -- Relativistic Dirac Quantum Theory in Complex Minkowski Space and Tachyonic Signaling -- Speculation on a Unified Field Theory (UFT), Grand Unification Theories (GUT) and Supersymmetry and Superstring Theories -- Unity of Consciousness Experience, Nature of the Observer and Current Physical Theory -- Holographic Wormhole Drive: Philosophical Breakthrough in FTL 'Warp-Drive' Technology.

Print version record.

The Maxwell, Einstein, Schrodinger and Dirac equations are considered the most important equations in all of physics. This volume aims to provide new eight- and twelve-dimensional complex solutions to these equations for the first time in order to reveal their richness and continued importance for advancing fundamental Physics. If M-Theory is to keep its promise of defining the ultimate structure of matter and spacetime, it is only through the topological configurations of additional dimensionality (or degrees of freedom) that this will be possible. Stretching the exploration of complex space through all of the main equations of Physics should help tighten the noose on "the" fundamental theory. This kind of exploration of higher dimensional spacetime has for the most part been neglected by M-theorists and physicists in general and is taken to its penultimate form here

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