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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."
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."