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The Cyclic Mirror: Simple Proof of Twin Prime Conjecture and Polignac’s Conjecture
Physics of Mathematics: Part 2/3 - The Cyclic Mirror (previously The Primes Decoded) Copyright 2014 by Marcus Wilson:
The Cyclic Mirror provides a simple proof of the twin prime conjecture, pairs of cousin primes, sexy primes — all the way to infinite pairs of primes with a difference of every even number. With a nonlinear perspective of the nature numbers and mathematics, a new method of proof is devised, which allows many of the questions regarding the prime and composite numbers to be answered.
Note: Although this proof is extremely simple, it was unbelievably difficult, almost impossible. It was a fun choice, however. With this proof anyone in the world can easily understand it in minutes. It doesn’t matter how it is described or explained: using numbers, words, geometry, mathematical notation, philosophical/logical statements, nonhuman language, or whatever…the fundamental logic, understanding, and new mathematics, which was discovered/created, is the same. There is no doubt that this method can be used to prove other things as well.
Read a descriptive version with Euclid’s Proof of Infinitely Many Primes:
Find out more at: The5thhuman.gumroad.com
Part 1: The Big Picture - provides a new look at the overall nature of primes and composites where I convert the multiplication plane to addition. It shows why the primes and composites, including all their factors, are the way they are.
Part 2: The Cyclic Mirror - understanding the pattern was used to prove twin prime and Polignac’s conjecture.
Part 3: Defining Infinities - shows how either mathematics itself warps space time, that there are infinite bubble universes, or shows proof that space is an infinite loop. It also shows that infinite distances away, there’s mathematics/universe where 2 isn’t the only even prime value and 1 isn’t the only value with 1 factor.
Music: Sorisara by Marcus Wilson/The 5th Human
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