First email: Tuesday, June 1, 2:26 PM
RE: Mapping the first zeptosecond within Notations 65-to-67 of 202 exponential notations from the Planck units to the this day, the Now
Dear Prof. Dr. Jens Niemeyer:
Might we assume that these numbers could concresce as an infinitesimal sphere? I realize that may be difficult.
What if the universe is in a dynamic relation, historically known as the finite-infinite relation; however, we avoid metaphorical language and consider only the description of the fullness pi (π) as a description of ultimate things? It seems that we can know much more about pi. What if the facets of this most-famous dimensionless constant are also facets of our very earliest universe and of the infinite?
We just might give Hilbert and all his extensions some time off.
Now, could a primordial sphere concresce? At what rate per second? Would it be fair to assume one primordial unit of time per primordial sphere? Now, that certainly would be quite a natural inflation.
We started our little project in December 2011 in a New Orleans high school. We are easily ignored so I started putting things up on web just to be able to share them with other schools and a few of the more open scholars. In 2016 we posted a horizontally-scrolled chart from the Planck units to the Age and Size of the Universe. You might enjoy that outline of a map of the universe: https://81018.com/chart/
If the concepts are anywhere close to reality, might it help to inform your work a little?
Congratulations on what you and your team are doing. I’ll be studying your past work and new developments
as much as I can.
Thank you so very much.