I know it's geeky (possibly a bit "sad"), but I'm fascinated by this sort of thing. If I'm reading this thing right, some components should apply to eventuality (and thus quantum mechanics within relevance), sociology, psychology and the integration of technology within society beyond the facility as a commodity but infact as a function of the individual.
http://en.wikipedia.org/wiki/Polycontexturality
I've only read under K1 and some of K2 but this stuff is fascinating.
Take Catastrophy theory: (assuming I've understood it) It's a mathamatical theorum (offshooting Bifurification theory which statesby changing small perameters within equilibrium, the entire system can behave differently [this applies to anything from atoms to the way we think]) which if my understanding is correct, follows the "degenerate potential functions" (changes from equlibrium or a sort of "optimal point" with the potential [space/time/variable] functions [mathamatical functions].
By being able to apply a function to the degenerate potential, one should be able to plot back and estimate the location of other potentials and estimate "where" other potentials should be.
If there's someone who knows more about this and has an accademically approved understanding of the concept and not just my two hour read/nobbldy understanding, can they point me to some recommended reading and explinations so I can try to gain a better understanding?
Failing this, now you drop your big fat slice of juicy geekery, if it can even be called such.
http://en.wikipedia.org/wiki/Polycontexturality
I've only read under K1 and some of K2 but this stuff is fascinating.
Take Catastrophy theory: (assuming I've understood it) It's a mathamatical theorum (offshooting Bifurification theory which statesby changing small perameters within equilibrium, the entire system can behave differently [this applies to anything from atoms to the way we think]) which if my understanding is correct, follows the "degenerate potential functions" (changes from equlibrium or a sort of "optimal point" with the potential [space/time/variable] functions [mathamatical functions].
By being able to apply a function to the degenerate potential, one should be able to plot back and estimate the location of other potentials and estimate "where" other potentials should be.
If there's someone who knows more about this and has an accademically approved understanding of the concept and not just my two hour read/nobbldy understanding, can they point me to some recommended reading and explinations so I can try to gain a better understanding?
Failing this, now you drop your big fat slice of juicy geekery, if it can even be called such.