Number Theory


On the Degeneracy of $\mathbb{n}$ and the Mutability of Primes

Authors: Jonathan Trousdale

This paper sets forth a representation of the hyperbolic substratum that defines order on $\mathbb{N}$. Degeneracy of $\mathbb{N}$ at points of intersection with the substratum is observed as violations of the fundamental theorem of arithmetic in the form of mutable prime factorization. At a point of maximum symmetry on the representation manifold, an exact expression of $\pi$ is available as a combination of three integers.

Comments: 6 Pages.

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Submission history

[v1] 2018-10-09 16:57:44

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