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- in my supreme slides
2 separately existing concepts --> UM arch: has a Z shaped when graphed in order of progress.
L> TD arch:
L> where does it exist, how does it come into existence?: bureau, in photos, and artificial TD's can be loosely identified --> y = x when graphed.
WHY IS IT Y=X?: a linear function is concerned with stagnates, like when recording the movement of a book. but ONLY identified with X VALUES?
X importance: the dot marks a location as significant, TD arch makes "ink blots" on a graph such because of its relation to a certain SEQUENCE.
L> sequence?: imagine every 2 steps on the fibo sequence being repeated but the transition of the repetition bleeds into another.
L> like this: h(g) = x(RP)^-2 --> this is framed twice to be UM
L> u(g) = (x(4RP)-2)^1/4
these are the parent functions with binary relation to each other
terminology: not updated !
L> TD arch:
L> where does it exist, how does it come into existence?: bureau, in photos, and artificial TD's can be loosely identified --> y = x when graphed.
WHY IS IT Y=X?: a linear function is concerned with stagnates, like when recording the movement of a book. but ONLY identified with X VALUES?
X importance: the dot marks a location as significant, TD arch makes "ink blots" on a graph such because of its relation to a certain SEQUENCE.
L> sequence?: imagine every 2 steps on the fibo sequence being repeated but the transition of the repetition bleeds into another.
L> like this: h(g) = x(RP)^-2 --> this is framed twice to be UM
L> u(g) = (x(4RP)-2)^1/4
these are the parent functions with binary relation to each other
terminology: not updated !