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By Elizabeth A. Rauscher
The Maxwell, Einstein, Schrödinger and Dirac equations are thought of an important equations in all of physics. This quantity goals to supply new 8- and twelve-dimensional advanced ideas to those equations for the 1st time to be able to show their richness and persisted significance for advancing primary Physics. If M-Theory is to maintain its promise of defining the final word constitution of subject and spacetime, it is just during the topological configurations of extra dimensionality (or levels of freedom) that this can be attainable. Stretching the exploration of advanced area via the entire major equations of Physics might help tighten the noose on "the" basic concept. this type of exploration of upper dimensional spacetime has for the main half been ignored by way of M-theorists and physicists typically and is taken to its penultimate shape the following.
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Extra resources for Orbiting the moons of Pluto : complex solutions to the Einstein, Maxwell, Schrödinger, and Dirac equations
Sample text
Feinberg describes the experiment by stating that at t2' atom B spontaneously ascends from the ground state to an excited state, emitting a tachyon which travels toward A. Subsequently, at t1' , atom A absorbs the tachyon and drops to the ground state. It is clear from this that what is absorption for one observer is spontaneous emission for another. But if quantum mechanics is to remain intact so that we are able to detect such particles, then there must be an observable difference between them: The first depends on a controllable density of tachyons, the second does not.
1. Intuitively, considering HD geometric models appears to reconcile the problem of CTL. For example, a helical world line in a 3-space would be single valued but would appear to contain multiple intersections if viewed at a 45° angle to the vertical helical axis as represented in a 2D space. This representation would contain multiple intersections even with a large pitch of the angle to the perpendicular to axis radius and hence act like a CTL [29]. See Fig. 3. 9. Complex time model of remote connectedness.
Superluminal ‘signals’ appear to exist in 4-space. Tachyonic ‘particles’ are predicted. Coherent nondispersive phenomena exist, such as plasma oscillations of individual particle states like ‘ball lightning’ or solar activity, possibly ‘sun spots’ [20,21]. A mechanism for physical effects such as conductivity and dielectric properties of plasmas in 4-space based on vacuum polarization properties in complex space [19,20]. A model for unification of electromagnetic and gravitational phenomena [12,18] through the one-to-one mapping of the spinor calculus and twister algebra of the complex space [22].