Unitization

How humans experience ‘reality.’

Humans are interested in knowing about Nature. This is because humans are a part of Nature. Humans must react (inter-react) with Nature in order to survive.

Mathematics is a way to interact with Nature. A human constructs a symbol in order to articulate his (or her) interaction with Nature. The symbol is, then, a necessary part of Nature, as is the human.

Therefore, a human is also a symbolic representation of Nature. That is the word ‘human’ is a symbolic representation of a part of Nature. A unit in Nature, so, to, speak.

Therefore, a human is able to separate itself from Nature in order to symbolize Nature. Although this cannot be entirely ‘true,’ since it is impossible for anything to be ‘separate’ from Nature.

Where the word ‘nature’ is a symbolic representation of Nature. And, therefore a ‘separation’ from (and, also, then, a part of) Nature.

So, the first order of business, when analyzing Nature, has to be analyzing the whole idea called ‘analysis.’ The noun called ‘analysis.’ And, also, then, the verb called ‘analysis.’

Any analysis, in human terms, requires a symbolic representation of reality. Or, if you prefer, a symbolic representation of Nature. Where the words ‘reality’ and ‘Nature’ are different symbolic representations of the human’s experience of (and, therefore, the ‘analysis’ of) Nature.

So, the word ‘different’ is involved, always, in any analysis of the human’s representation, and, also, then, the human’s analysis, and, also, then, the human’s experience (or inter-reaction), with (and-or of) ‘reality’ (and-or Nature).

The word, and-or idea, ‘different’ is entangled with the word, and-or idea, ‘same.’ That is, you cannot have ‘different’ without ‘same,’ and, always vice versa.

That is, complementarity is required for identity, where any ‘word’ identifies a complementary relationship. Where ‘negation’ is the most basic complementary relationship.

For example, ‘different’ and ‘not-different’ is another way of saying ‘different’ and ‘same.’ Where the word-pair different and same share a complementary relationship.

Digging a little deeper, all words are bound by the ‘negative’ (or complementary) relationship. X and not-X is a symbolic representation of this ‘idea’ (complementary identity).

X and not-X share a circular relationship. As does any X and Y. This is because X and Y can also be identified as 0 and 1. And 0 and 1 (zero and one) must be (can only be) identified (technically) (and realistically) as circumference and diameter.

All complementary relationships involve negation and duplication. Where negation is another word for duplication. And duplication (negation), then, is required for identification. Where identification (unitization), then, is another word for duplication (negation) (complementary identity).

Therefore, there is a mandatory circular relationship responsible for Nature, reality, the human, identification, and unitization, in general.

Where a human is able to unitize reality (Nature in general) in order to interact with reality (Nature in general). Explaining mathematics (all symbolic representational systems) (technology) (linguistics).

Therefore, all of the words above are symbolically represented by the conservation of an uber-basic (always necessary) circle. Because in order for Nature to survive (exist in general) the conservation of a circle is required.

Where the word ‘circle’ is the correct word for ‘cycle.’ Explaining why everything in Nature (reality, in general) is entangled with (the unitization of) a cycle (a repetition) (of one kind, or another).

Conservation of the circle is the core (and, therefore, the only) dynamic in Nature. Explaining unitization (symbolization), in general.

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