Set Theory and Logic

   

The 3rd Incompleteness Theorem Disproving Riemann Hypothesis

Authors: Rayd Majeed Al-Shammari

There is a hidden limits in our mathematics itself that's make us cannot keep counting to infinity not because our human species incompetent but because in reality our numbers by itself are finite, in fact we will never have infinite numbers not just because we are incapable of counting to infinity but because in our mathematics there is no such thing. Numbering is not just counting, numbering is counting that’s holds a definitive value but infinity is undefined so no number could be a represent for infinity. Infinity of numbers cannot exist, because any number you think of no matter how big it’s in the end it will have value then it will be define but infinity is undefined. If we have infinite numbers then there summation will give us a well definitive value and that's would be closer to zero than to infinity and by this infinity just cannot be exist and this what I will prove in this work and to certify this theory I will use it to disprove Riemann hypothesis among other.

Comments: 5 Pages.

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Submission history

[v1] 2022-12-28 02:45:28

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