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Equations for Kneser sexp algorithm
#19
(06/20/2011, 09:22 PM)bo198214 Wrote: I didnt dive into the details yet, but the approach looks very promising.
I am really excited, this seems something that wasnt yet discovered (though one never knows in holomorphic dynamics).
Sheldon, you are our man!
Thanks Henryk. I look forward to your feedback on how to tighten up this proof. Also, I didn't realize that the uniqueness criteria for Kneser's solution had not been proven! I think I may need to separate the more complicated case where has singularities as , since at the singularity, may only be growing arbitrarily large in the real direction, and not the imaginary direction. Ideally, it would be possible to show that a nearly identical singularity will always show up in , but this is clearly a more complicated case.
- Sheldon
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RE: Equations for Kneser sexp algorithm - by sheldonison - 06/21/2011, 01:48 AM

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