Quantum Gravity and String Theory

   

The Cosmological Constant Problem as Transitioning Multi-Space

Authors: Arthur E Pletcher

Resolution of the Cosmological Constant Λ must maintain the mathematics of wavefunction, as well as Einsteins field equations. However, a fundamental break from convention is justified, in order to cancel the mathematical discrepancy that exists between the vacuum energy density in General Relativity (GR) and the much greater zero-point energy value, as calculated in quantum field theory (QFT). This article does maintain conventional models. The paradigm shift is from the conventional idea of a constant R 4 spacetime at every scale (from microspace to macrospace). Instead, proposing that dimensions approaching quantum scales increase to a higher dimensional R 5 space, and that dimensions approaching the cosmic event horizon decrease to a lower dimensional R 3 space (R 4 spacetime is just one phase of this transitioning multispace). This is only suppositional, yet it explains so many mysteries of cosmology in the simplest and most parsimonious format (in fact in one single sentence). In wavefunction, superposition can be alternatively interpreted as a transition (or divergence) of R n , as observed from a R 4 spacetime onto a higher dimensional R 5 space at scales approaching QFT. Time, position, energy and momentum become plural, and a range of R 5 space is viewed as a single instant until " collapsed " (mapped) onto our familiar classic R 4 space. In GR, R 4 spacetime transitions (or converges) to a point at the cosmic event horizon, to a diminished R 3 space. This converging affect appears equivalent to acceleration, as units of time in velocity are decreasing with larger scales. Thus, Λ in GR is only illusional and therefore cancelled.

Comments: 10 Pages. Quantum gravity, theory of everything

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Submission history

[v1] 2018-02-06 19:34:58

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