The Physics Constants as a Boundary Value Problem

A glaring incompleteness of current scientific theory is the complete and total lack of solving the constants as a boundary value problem.

https://en.wikipedia.org/wiki/Boundary_value_problem

There is a large body of literature on this subject and electrical engineers known it well.  Signals and System engineering requires it. 

The constants are coefficients of a boundary value problem. 

Boundary Conditions:

1. Single Hydrogen atom - full analytical solution to Schrödinger's Equation [1]
2. 0ºK - Absolute Zero, no phonons/vibrations
3. No applied EM fields
4. vacuum? (implied by 1.)
5. t = -∞, 0, +∞, t + 2πft
6. Extract the https://en.wikipedia.org/wiki/Characteristic_polynomial
7. Instrinsic/characteristic polynomial/solution?
8. 2 body problem, do not reduce to single body such as in Squalid-State
9. n=1, ?more?

Considering it is simply a second order wave equation, what is the reason mainstream science has ignored the fundamentals?

This is quite different than looking at the physics constants as "free" parameters.

http://hyperphysics.phy-astr.gsu.edu/hbase/quantum/hydsch.html*

* DO NOT USE REDUCED MASS ASSUMPTION!

[1] - establishes 1H@0ºK as reference mass - the Hydrogen atom / proton is a reference for all other mass

https://en.wikipedia.org/wiki/Nearly_free_electron_model <~~ Works for Technology not Science!

The Surfer, OM-IV

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