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metawave's definitions

cosmoformalism

The question of whether surface area is an open or closed shape.
Cosmoformalism ponders (in two dimensions) whether a circle is open or closed.
by metawave October 22, 2020
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infra-ontology

Paradigm which explains why vision theory exists.

It states that outside of pan-contiguity the surface area of a line is twice the length of that line.
In infra-ontology, vision-motion is green but red sees the viewer.

Infra-ontology portends a signal theory of everything.
by metawave July 15, 2020
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Meta-macro problem

The most difficult problem in engineering.

Involves converting an image into pure currency.

The initial approach requires a two-step approach of transposing the elements and converting them to value.
Image-currency problem.

The meta-macro problem assumes that an image has value-in-itself.
by metawave September 15, 2019
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tuning

The discretization of space by consciousness.
Tuning proffers that consciousness "tunes" the uncountable nature of space.
by metawave April 7, 2019
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memrator

Idea of reality as a camera.

The idea that when in reality one is not in a painting, videogame, or image but rather, one is inside of a camera.

The thesis that time records one's location in-space.
The hypothesis behind the memrator is that when you think, you remember time; but when you move time remembers you.
by metawave February 17, 2020
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emanent nihilism

The concept of light or language as the center of the mind.

The idea that ontology is effected from language and points toward the human mind.

Black light.
Emanent nihilism solves the conundrum of deterministicism (arbitrariness) by pointing ontology at rather than away from the mind.

Ontology is effected to emerge from language rather than the mind.

This means that reality-in-the-mind is arbitrary as opposed to language centric; ie. the mind-in-reality emerges before reality-in-the-mind can modulate it with language.

Thus language-centricity is reality; and absolute.

Language-centricity--but not language--is absolute.
by metawave September 28, 2019
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zeta-nihilism

A paradigm in which the lateral surface of a circle becomes smooth by having an uncountable number of corners.

Zeta-nihilism argues that circles in themselves don't have infinite corners; rather they have uncountable (infinity^infinity) corners.
In zeta-nihilism each corner of a circle is called "zeta."
by metawave April 1, 2020
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