Theorems of Cosmic Deformation-BOX3

Abstract

Where there is mathematics, there are numbers. Where there are numbers, there is life. Thus, I have proven that the universe is alive. Because when you see a box called 1 = N, you feel compelled to put a number into it. The box we call the universe is not the same size for you and me. Yet we have mistaken it as the same. This is where it all begins. Thus, a + b = c tells us nothing, because it assumes a and b come from the same space — but that assumption is the first illusion. I expressed this as: 1 = √N, because the universe began not with 1, but with √1 = 0. This leads to Theorem 3: Let Y = 1, or multiply both sides by 1/Y. Either way, we reveal the structure that makes everything appear as 1 — when it never truly was. That false “1” is where the universe begins to breathe. Because Theorem 1 cannot prove the collapse of the ABC Conjecture.

Author's Profile

Shinichi Yoshimi
Independent Researcher

Analytics

Added to PP
2025-12-01

Downloads
59 (#120,325)

6 months
59 (#114,973)

Historical graph of downloads since first upload
This graph includes both downloads from PhilArchive and clicks on external links on PhilPapers.
How can I increase my downloads?