Gedankenexperiment for refining the Unruth metic tensor uncertainty principle via Schwartzshield Geometry and Planckian Space-time with initial non zero entropy

@inproceedings{Beckwith2015GedankenexperimentFR,
  title={Gedankenexperiment for refining the Unruth metic tensor uncertainty principle via Schwartzshield Geometry and Planckian Space-time with initial non zero entropy},
  author={Andrew Walcott Beckwith},
  year={2015}
}
HUP is likely not ever recoverable due to   1 ~ 1 tt tt g g    . I.e.   1 tt g   is consistent with non curved space, so t E    no longer strictly holds. This even if ( , , , ) ii T diag p p p      fluid approximation is used. Our treatment of the mass of the inflaton turns the supposition of inflation on its head, via a cite of W J Handley et al, in that we are considering the lower mass limits of the graviton as due to when the presumed inflaton is many times larger than a… CONTINUE READING

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