Hello, recently I finished working on this means of relating points. As I initially perceived it'such a means could relate points between dimensions, however some people have suggested that my expression of non-integer dimensions is not consistent with the accepted view. So just understand it as converting from 1 dimension to 3 dimensions is just converting from 1 number to a set of 3 numbers, but converting from 1 dimension to 2.5 dimensions is converting from 1 number to a set of 3 numbers but in a different fashion than when converting to 3 dimensions (or to 2.6 or 2.84, etc.) So keep that in mind.I was hoping to share what I have done with some people and somebody directed me here. I was wondering mainly if what I have done is interesting, relevant, or useful. I would explain it here, but the file I wrote up pretty much explains it all in it's brief introduction.
Here's the file, sorry you have to download it this way, but it was too big to upload normally (it's a RAR file):
https://www.megaupload.com/?d=LMXYDJOB
So, everybody is welcome to when they get a chance look at what I've done which is under the under IDCP1F.pdf and IDCP2F.pdf (IDC Part 1 and 2) and share your thoughts. It's in pdf format, and despite it having two parts it isn't that long, takes like 10 or so minutes to read. If there are people who are interested I have other files regarding it that I can share.
PS: After reading it a bunch of times I've noticed 1 or 2 typos, they aren't big and shouldn't complicate the reading or understanding of it. (The typos are NOT in the equations, which is the important part)
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