Thursday, June 4, 2015

Sets that do not commute

Back to a specific theory of sets, a theory that conforms to the flow constrained conditions. I looked at set typing, noted the 'queue' is not a complete set, it does not obey the omega algebra rules.

What about the set of things that are cold position, which I define to mean that there is no Wythoff move that improves its 'second derivative'.  These sets are combined with, so they do not commute.

Anyway, still thinking this out. Remember the goal, remove the contrivance of information theory in the toe. We want the set theory of quantum entanglement. So my bet is that whoever invented the overlapping bubbles gets the banana. I just invented the bubble, I stole the overlap idea.

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