The real psyop in Mathematical history is the belief that infinite processes can be completed and the real numbers, in particular irrational numbers, are sensible mathematical objects. The psyop encompasses the acceptance of cantor's theory of infinite sets of which many philosophers of mathematics demonstrated was full of logical paradoxes. This fact was largely accepted by the mathematical community until... they realized you need this theory to define the real numbers. No one has ever provided a valid definition of real numbers: dedekind cuts and Cauchy sequences are full of vagueness, circular reasoning, and the assumption of infinite irrational numbers as valid. In other words, they assume real numbers are valid and defined when trying to prove real numbers are valid and offer a definition. I've been reflecting on the meaning of the square root of 2 for years, and it was the marvellous work of math professor Norman Wildberger on YouTube which demonstrated the logical nonsense of the real numbers.

The real psyop in Mathematical history is the belief that infinite processes can be completed and the real numbers, in particular irrational numbers, are sensible mathematical objects. The psyop encompasses the acceptance of cantor's theory of infinite sets. No one has ever provided a valid definition of real numbers: dedekind cuts and Cauchy sequences are full of vagueness, circular reasoning, and the assumption of infinite irrational numbers as valid. In other words, they assume real numbers are valid when trying to prove real numbers are valid. I've been reflecting on the meaning of the square root of 2 for years, and it was the marvellous work of math professor Norman Wildberger on YouTube which demonstrated the logical nonsense of the real numbers.