The \(\varphi\) method of semi operators, the first half of my research

[JmsNxn]

 Analytically_interpolating_addition__multiplication_and_exponentiation_FIRST_PART.pdf

Hi James -

  very nice to read already. Thank you very much!

Gottfried

p.s. just a typo: I sometimes read "Trapmann" instead of "Trappmann" (and I promise I didn't want to make a stupid joke out of it )

I know with the Trappmann, I always forget, is it two 'n's, or two 'p's or both. But I do know it's both. It's just weird for me to see double doubles like that, lol. Especially when I'm typing a whole paragraph and haven't edited yet.

This is still just a rough draft for the moment. I imagine it's a third of the way; so there should be about 30 more pages to this. As I'm progressing I'm realizing that the proof must exist in the complex plane. And that avoiding the complex plane isn't doing me any favours. So this is essentially what I'd call the first act. Which introduces the characters, sets up the conflict. And does it in such a manner that it's easier to visualize. If I just jumped right into the complex analysis, it may be a tad confusing. Especially because there are up to 4 variables in these equations I'm trying to solve...

As I kind of hit a milestone with this description of the problem, I thought I'd post what I had so far. Which isn't much, but I think it is setting the scene for a solution.

Thanks for the support, Gottfried.