Chaos
Submitted by DeepGeek on Mon, 10/20/2008 - 04:05.
NOTE : The attached (chaos.svg) file allows faithful reproduction in superior dimension.
magic in chaos
Let us talk of that magic
¡¡¡ Maybe … we write !!!
We might argue ΔΧάος is an order horizon – supported by the premise : —
Consider these pseudo-functions :
/** Ω
***
* Impose order upon
* a subset of the
* Universe
**/
ordered Ω( &ά) {
***
* Impose order upon
* a subset of the
* Universe
**/
ordered Ω( &ά) {
If( ά→order) {
ά→order ↑;
Represent ά;
}
Tell :: ά→base ∈ {
κόσμος};
}ά→order ↑;
Represent ά;
/** ∃
***
* Determine the
* resident subset
* for an element of
* the Universe
**/
domain ∃( &ά) {
***
* Determine the
* resident subset
* for an element of
* the Universe
**/
domain ∃( &ά) {
If( ά→order) {
}
Represent { κόσμος};
} else {
If( { ά} ≡ ∅) {
}
Represent { Χάος};
} else {
Represent { ΔΧάος};
}
Ordered chaos
What happens as order imposes on elements of chaos?
From the argument that order and chaos are mutually exclusive, order increases cosmos and chaos reduces about the ordination. Said another way: "Cosmos is ordination of chaos."
As order imposes upon chaos, chaos reduces. The Ω pseudo-function illustrates
such phenomena in the following pseudo-process:
Tell Ω λ;
Tell Ω λ;
λ1
Tell Ω λ;
:: λ ∈ { κόσμος}
λ2
λ2
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