Do the limits of Mathematics prove that the Globalists will fail?

Do the limits of Mathematics prove that the Globalists will fail? by Werner Ende

Kurt Gödel, one of the most important mathematicians of the 20th century proved with his two Incompleteness  Theorems of mathematical logic the inherent limitations of every formal axiomatic system containing basic arithmetic.
In „The Anti-Globalist Cookbook: Elite Strategies & Why They’ll Fail“ Chris Campbell claims the transferability of these theorems to the politics of the Power Elite.
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He proved that the globalist aspirations of godhood would never be realized. There are limits to the knowledge of man, and limits to what he can control.This is not something globalists can ever accept, for if they did, every effort they have made for decades if not centuries would be pointless.

I do not think that logics, mathematics or proofs of their limitations can show that the Power Elites will never ever achieve world domination.

From the times of Plato until today the ups and downs of history showed the advancement and fall of empires and superstates. The mighty were never able to gain total global control.

Brandon Smith discusses both, the mathematical-philosophical and the historical aspects in  Globalism vs. “Populism”

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