A paradigm which purports to solve the number of points in a Tarski object.
A solution to the counting problem.
A solution to the counting problem.
Tarski theorized that each mathematical object contained twice as many points as it required to comprise-itself.
In other words an orange contains enough mathematical points to make up a whole second orange.
Tarski's nihilism proffers that the solution to the number of points in a physical object is an uncountable number of points on the exterior plus an infinite number of points on the interior equals infinity number-of points.
In other words an orange contains enough mathematical points to make up a whole second orange.
Tarski's nihilism proffers that the solution to the number of points in a physical object is an uncountable number of points on the exterior plus an infinite number of points on the interior equals infinity number-of points.
by metawave February 21, 2022
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