Aaron’s Challenge

Can we bound Gödel’s arguments of the inconsistency and incompleteness of mathematics and axiomatic systems with a stochastic argument, theory or system ?

The bounds set on this are the halting problem and the foundation of the of the stochastic system in physics. So do we have a circular problem domain or is there a way of jumping out of this system and rebounding mathematics and physics ?

Was Gödel’s argument the ultimate bounding theory in mathematics ?

Prove or disprove ?

http://www.nature.com/news/paradox-at-the-heart-of-mathematics-makes-physics-problem-unanswerable-1.18983

Argument established 1988/1989

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