Cover Copyright, 2019. — 15 p. — (Science Riddles 06). — ASIN B07R5JMSPG.
ConclusionsIt was shown that metric solutions to the Einstein-Field-Equations, being subjected to certain transformations automatically give the classical quantum equations. These equations are based on the scalar Ricci curvature of the transformed metrics containing the typical wave functions as known from Quantum Theory. Here, in the metric picture, however, these wave functions are clearly nothing else but fluctuations of space and time. Interestingly the solutions to these Quantum Gravity solutions automatically lead to time or time-like dimensions.
In addition to this finding, we asked the question whether or whether not the fact that the Quantum Gravity transformation and the Einstein-Field-Equations produce antagonisms might lead to an iterative evolution we realize as a governing time in our universe.
Questions to the Skilled and Interested ReaderWhat does more than one time dimension mean?
How could a potential anisotropy-mechanism, as it would result from an antagonism between a quantum transformation and the Einstein-Field-Equations, be described mathematically (we mean more generally than it was done here)?
Could it be that time in fact only appears in systems which are "in limbo" between a variety of clearly defined quantum states?
If so, would the classical "collapse" of the wave function during a measurement process just be nothing else than the removal of the governing time dimension from that very system, which freezes it (at least temporary from the outside perspective) at a certain state?
Would a black hole, where time freezes at the event horizon, just be such a fixed quantum state?
And finally and consequently: Does our universe sport a governing time simply because it actually is arranged in a "Quantum Gravity Limbo"?
Abstract
How to Quantize Solutions of the Einstein-Field-Equations
What is time?
Which came first: the chicken or the egg?
Conclusions
Questions to the Skilled and Interested Reader