Organic
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Association is any possible mutual influence between opposite concepts.
Could you demonstrate how to derive this statement from the definitions:
Definition AA: Un-explorable Existence is a state of some opposite concepts,
before there is any mutual influence on each opposite's property.
Definition BB: Explorable Existence is a state of some opposite concepts,
where there is a mutual influence between their opposite properties.
Explorable Product (EP) exists iff it is an association between Continuum (Csim) and Discreteness (Dsim) concepts, so CD is Csim AND Dsim .
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Hurkyl
There are two levels to CAT, one is general, the second is mathematical.
The mathematical aspect of CAT is the association at least between two opposite information forms:
1) The local map form {.} (a map between a singleton to itself).
2) The non-local map form {._.} (a map between at least two different singletons).
The associations are between non-local maps to sub-non-local maps and/or local maps, for example:
Code:
__ . is like {} = Csim XOR Dsim = Non EP
.
| is like {{}} = Csim AND Dsim = CD = EP
An example:
local maps = Dism
| | |
v v v
. . .
| | |
| | | = CD
| | |
._______.
^
|
Non-local map = Csim
Sub-non-local maps = Dsim
| | |
v v v
.__.__.__.
| | | |
| | | | = CD
| | | |
.________.
^
|
Non-local map = Csim
sub-non-local maps local-map = Dsim
| | |
v v v
.__.__. .
| | | |
| | | | = CD
| | | |
.________.
^
|
Non-local map = Csim