I thought I'd compile some of the things I know...

[sheldonison]

I look forward to seeing your updated paper.

Thanks, Sheldon. I'm working on making it as air-tight as I possibly can. And on top of that, being as explanatory as possible. I also have been working on better explaining why \( \phi \) is holomorphic by using similar analogies I've used in other papers. Where I didn't bother to initially, because I'd already done it a bunch of times in separate papers. It can be a drag to re-explain everything from previous papers in the next paper... I just worked with an \( \epsilon/\delta \) construction of \( \phi \) and didn't bother with the years of intuition which led me to construct this. I'm glad you're at least convinced \( \phi \) is holomorphic...

Hope to zoom call with you again soon. Give me a couple more days to hammer out this paper a bit more and hopefully get closer to convincing you of holomorphy.

Regards, James

Hi James,
If anyone else wants to join the zoom call, send me an email at shel@sheltx.com with Tetration zoom call in the header; math.eretandre handle, and time zone. I'll set it up once James is ready, during a weekend.