karl3＠writeme.com wrote:
karl3＠writeme.com wrote:
<! ^(@/ machine learning marketer: "i'm not sure if the term "slave boss" is really ideal for you ..." slave boss: "ah, yes, the social programs i've paid you to instigate are working already! yes. nobody says "slave boss". when they say that i kill them." machine learning marketer looks at slave boss o_@! ? karl3＠writeme.com wrote: the quote levels don't work quite right in this hyperkitty 1.3.12 mailman interface. i have an even better idea than an n-dimensional maze solving algorithm in 4 or so lines! [ ... it's an old idea -- let's figure out a way to have _partial dimensions_! fuzzy dimensionality! vagueness, uncertainty, tangled wrong-like parts! what would a maze-solving algorithm look like in a sloppy mix between 2+1/4 and 2+1/3 dimensions? maybe a rough bell curve distribution centered aroudn 2+7/24ths dimensions? what would the maze representation itself look like? there are so many different possible approaches! -- attempting to send the above email gave the web2 interface error "undefined". i'm waiting a bit and checking the archives to see if it went through quickly. 719p et. 720p not seeing it. sending again feeling out how this lands (yes i suppose we could have only some avenues that reach into higher dimensionality, and even make the dimensionalitiness arbitrarily and infinitely high but use it in a distribution that provides for finite time (somewhat interesting!) but)
found a debateish over here, this doesn't seem quite right to some. if there are infinite dimensions, how can it possibly be in finite time? but of course i meant finitely-dimensioned hyperplanes in infinite nominal dimensions, which isn't nearly as fancy but sounds so exotic and esoteric that it's hard to differentiate
i think maybe i'd like of course to expand the idea of a maze into the space in which it is represented and held, kind of. how could the dimensionality and path-connectivity-meaning of the maze, itself be maze-like?