Hyper-nihilism argues that nihilism is comprised of hyper-nihils or images.
Postmodernism produces these images of consumption.
Hyper-nihilism is contrasted with meta-liminism in which consciousness is a unit-of-egoism.
Postmodernism produces these images of consumption.
Hyper-nihilism is contrasted with meta-liminism in which consciousness is a unit-of-egoism.
by flightfacilities November 08, 2021
Get the hyper-nihilismmug. A theory of economic and social science that argues that power does not exist: power only exists as a dialectic.
Marxism argued that power is an illusion created by the clash within the relationships (mainly modes-of-production) of society.
by flightfacilities February 21, 2022
Get the Marxismmug. In entropology: entropy escapes a black hole on a two-dimensional plane. It reaches a dimension of negative zero in the liminal plane.
by flightfacilities February 17, 2022
Get the entropologymug. The counting problem is also known as "Tarski's revenge."
It stands alongside two major problems in mathematics called the "compositional-unit problem" and the "unit-of-measurement problem." It is trying to determine how many points there are in an object.
It stands alongside two major problems in mathematics called the "compositional-unit problem" and the "unit-of-measurement problem." It is trying to determine how many points there are in an object.
Tarski's nihilism indicates that infinity plus an uncountable number of exterior points equate to an infinite number of points.
This is the solution to the counting problem.
A NON-Tarski object has the uncountable points on the INTERIOR surface with the infinite points; indicating that Godel's incompleteness theorem is stating that mathematics is unable to count the uncountable set of Tarski-points if they lie to the interior of the surface.
This is the solution to the counting problem.
A NON-Tarski object has the uncountable points on the INTERIOR surface with the infinite points; indicating that Godel's incompleteness theorem is stating that mathematics is unable to count the uncountable set of Tarski-points if they lie to the interior of the surface.
by flightfacilities February 21, 2022
Get the counting problemmug. The irony of exploitation being regularized becoming self-similar even though the agents or elements being exploited are of a foreign origin.
Xenotransploitation regularizes the exploitation of marginalized vectors such that the vectors become regularized into an infinitely long line that is comprised of discrete parts between the uncountable set of supply chains and the countable set of features on the skeuomorph of a function.
Xenotransploitation leads to the conclusion of transplexity: resources can be infinitely assigned even though the supply-demand ratios are discrete...
Xenotransploitation leads to the conclusion of transplexity: resources can be infinitely assigned even though the supply-demand ratios are discrete...
by flightfacilities May 06, 2022
Get the xenotransploitationmug. Kantianism is a theory that argues that; in the mind; sense triumphs over the present moment. This is because consideration always requires counting; but counting does not always require consideration...
Kantianism argues that free will exists because the uncountable set of points in the Tarski-interior count themselves.
The countable set of points in a non-Tarski plane is provided by the sense-path (polynominalism). The uncountable set of points in a non-Tarski space is provided by sublumination from The Maya: this is the information from the present moment.
The uncountable set is able to count itself because of meta-nominalism the ability of numbers to count themselves or--more-locally-to-the-mind--precession--the 1:1 relationship between the interior-points of the non-Tarski space and the Fauvic spaces.
The countable set of points in a non-Tarski plane is provided by the sense-path (polynominalism). The uncountable set of points in a non-Tarski space is provided by sublumination from The Maya: this is the information from the present moment.
The uncountable set is able to count itself because of meta-nominalism the ability of numbers to count themselves or--more-locally-to-the-mind--precession--the 1:1 relationship between the interior-points of the non-Tarski space and the Fauvic spaces.
by flightfacilities May 12, 2022
Get the Kantianismmug. A dialectic in which, over the course of a non-Tarski space, an uncountable set of points called 'Tarski-interior points' yield to an infinite set of points entering the mind non-Tarski space or transfinite-space via supersymmetry.
The infinite set of points enters the transfinite (non-Tarski) space via poly-nominalism from super-symmetry; while the uncountable set exists in the Tarski-interior via sub-lumination uncountable movement from Maya.
In plain English--consideration (path-of-sense) wins over counting (momentous information) in the plane-of-the-mind.
The infinite set of points enters the transfinite (non-Tarski) space via poly-nominalism from super-symmetry; while the uncountable set exists in the Tarski-interior via sub-lumination uncountable movement from Maya.
In plain English--consideration (path-of-sense) wins over counting (momentous information) in the plane-of-the-mind.
Kantianism is a theory of free will in-the-mind.
It relies on an external device called 'aesthetic process judgement' or The Limina, called "forma-spinning."
It argues that; in the mind; sense triumphs over the present moment. This is because consideration is always counting; but counting is not always consideration.
The Kantian dialectic relies on an external device Kant called the 'thing-in-itself' or "free-will-in-itself."
It relies on an external device called 'aesthetic process judgement' or The Limina, called "forma-spinning."
It argues that; in the mind; sense triumphs over the present moment. This is because consideration is always counting; but counting is not always consideration.
The Kantian dialectic relies on an external device Kant called the 'thing-in-itself' or "free-will-in-itself."
by flightfacilities May 12, 2022
Get the Kantian Dialecticmug.