Discussing fractional iterates of \(f(z) = e^z-1\)

[JmsNxn]

Hey, Everyone!

I am not able to be as present on this site as much as I'd like, but I can still write about all the things we talk about. I am only writing a sketch of a proof right now. But this is a paper which proves everything we need about neutral fixed points, to develop integral transforms which converge. These integral transforms converge, for the same reason the matrix transforms that Helms' talks about.

I will not be able to describe to large extents what I am talking about. I have a rough, sketch, paper of 30 pages which describes everything. There are still some errors, and I need to edit and perfect this paper much more. But this describes a lot about neutral fixed points.

I hope this rough paper explains a lot to everyone. I hope this helps everyone understand neutral iteration,

Nothing but love to everyone here! I'm not going to be available for every comment, or truly here in the forum. I still read a good amount of shit here though. I just want all my questions to be answered with this paper.

So fuck it, read the paper! Hope you guys get it!


  Neutral_Fixed_Points__and_Borel_Sums-4.pdf (Size: 355.38 KB / Downloads: 557)