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Jarek Duda
Jarek Duda
11:36 AM
@vzn, I remember John Duffield from some forums, he had some very complex topological structures for particles, but without field explaining them ...
Just posted old question about complex base numeral systems - I have worked on ~2015, and which inspired me to asymmetric numeral systems ...
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Q: Complex base numeral systems - is periodicity necessary for nearly bijectivity?

Jarek DudaTaking a base $z$ positional numeral system with digits $a_i\in \{0,\ldots,n-1\}$: $$s:\left\{(a_i)\in\{0,\ldots,n-1\}^{\mathbb{Z}}: \exists_N \forall_{i>N} \ a_i=0\right \}\to \sum_{i\in\mathbb{Z}} a_i z^i $$ we usually take $z=n$ (or $z=-n$), making $s$ "nearly bijection" with $\mathbb{R}^+...

cv.complex-variables complex-geometry algebraic-number-theory fractals euclidean-lattices
 
 
4 hours later…
John Duffield
John Duffield
3:40 PM
Hi. What's this then?
 
vzn
vzn
@JohnDuffield hi, thx, maybe you are not aware but SE allows anyone to easily create rooms. this room created by me few yrs back has almost no mod interference attn so far although that is by some aspects "lucky". its a fragile peace. anyway if you dont start any fights (hopefully) that will continue. would like to introduce you to the cohorts in here who show up intermittently & see if we can get some crosspollination going possibly also incl new users (plz invite anyone you can think of).
 
John Duffield
John Duffield
@vzn : no problem, but I'm afraid I don't have much time to chat. I'm only talking now because I've having a bit of a break from writing after finished an article.
 
vzn
vzn
in The h Bar, Dec 29 '17 at 18:52, by Bernardo Meurer
https://www.amazon.co.uk/RELATIVITY-Theory-Everything-John-Duffield/dp/095609780‌​4
@JohnDuffield np, aka no time to chat now but plenty of time to chat later ... have in mind extended cyber chat/ dialog something obv not unfamiliar to you. :)
(rats argh SE wont amazon-onebox the uk site & book not on the main amazon site, luv those stylish oneboxes, oh well)
 

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