n=0: Lowest Energy State ⍺

The Omega Point

Smallest physical matter/dimension, setting the electron aside for now since it needs work.

The beginning to the end.

$$r_p$$

The lowest energy state boundary conditions equivalence between Bohr & Wave Model is likely the conditions for the solution of the boundary value problem for the constants.

A mathematical investigation of second order complex wave equations and examining if there are examples where the boundary value coefficients can be found would be informative. 

Information Theory - IT - Information Technology

https://www.quora.com/Is-there-a-theory-which-explains-the-values-of-all-fundamental-physical-constants

https://freespoke.com/search/web?q=fundamental+constants+theory&page_token=CAMQEBgCIAo

It's a shame there isn't a theory for the fundamental constants yet.

The Surfer, OM-IV

Ω