Paradigm in which ontology--co-located with epistemology--originates in the future.
Proffers that pan-ontology, global-illumination-that-effects-local-illumination, actually emerges from the past.
Proffers that pan-ontology, global-illumination-that-effects-local-illumination, actually emerges from the past.
In pan-nihilism: emergence-of-uncountability and limina (structure-of-time) are co-located in the future.
Pan-nihilism is a repudiation of historical materialism.
Pan-nihilism is a repudiation of historical materialism.
by metawave May 30, 2020
A phenomenon in which iridescence (synchronicity in color modulation) at the surface of space creates symphony or musical harmony.
by metawave October 28, 2019
Paradigm which states that color is the only surface.
This paradigm achieves the conclusion of color-as-the-only-surface by making a distinction between hardness and surface.
Argues that color is motion-in-itself.
Avant-nihilism answers Plato's theory-of-motion (platonic forms) by posturing Goethean motion as the ontology of Aristotle's inquisition.
This paradigm achieves the conclusion of color-as-the-only-surface by making a distinction between hardness and surface.
Argues that color is motion-in-itself.
Avant-nihilism answers Plato's theory-of-motion (platonic forms) by posturing Goethean motion as the ontology of Aristotle's inquisition.
Avant-nihilism answers German idealism by giving motion a place (ie. connecting Plato and Aristotle on a singular plane).
Avant-nihilism is also called Gothean nihilism.
Avant-nihilism is also called Gothean nihilism.
by sandrashine October 04, 2019
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.
Zeta-nihilism argues that circles in themselves don't have infinite corners; rather they have uncountable (infinity^infinity) corners.
by metawave April 01, 2020
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.
Zeta-nihilism argues that circles in themselves don't have infinite corners; rather they have uncountable (infinity^infinity) corners.
by metawave April 01, 2020