It doesn't quite look like it's arguing for an interpolation of any fractional heights, it looks simply like it's toying around with complex *bases*. I see an interesting looking limit within a paper on the site for what appears to be an inverse relationship for the recursive relation for tetration of a given base, but I don't see a solution in the form of ^{n}b. So, what exactly does that paper accomplish? I also am not concearned with constant basis, I want to know what works for a variable base, like ^{a}x = x^(x^(x^(...))) "a" times.
|
How do I cite this document and does it say what I think it says?
|
|
« Next Oldest | Next Newest »
|
Users browsing this thread: 6 Guest(s)

