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Prime Number Algorithm Visual Proof
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A simple and efficient algorithm to find all prime numbers. Combining 4n+1 and 4n+3 to create my own 1-6n+1 a more efficient equation for finding primes I am able to add a simpler 5p+2p+4p repeated through P2 or 1n. This additional algorithm applied to the first equation eliminates all non primes from the output of the first equation leaving only ALL PRIMES. I prove this by using a duodecimal set and extrapolating it in base six. The final output proves that all primes and prime symmetrical numbers exist as 1/3 of the real numbers and that all even and even symmetrical numbers exist as 2/3 of all real numbers.
The information contained in this video is from my book Rationus Physicae. The book is for sale on Amazon or is free on Kindle. I appreciate your support in the form of likes and subscriptions.
#ParticlePhysics
#TheoreticalPhysics
#QuantumPhysics
#StandardModel
#DarkMatter
#DarkEnergy
#QuantumFieldTheory
#StringTheory
#QuantumGravity
#Astrophysics
#Astronomy
#Cosmology
#BlackHole
#Galaxies
#Time
The information contained in this video is from my book Rationus Physicae. The book is for sale on Amazon or is free on Kindle. I appreciate your support in the form of likes and subscriptions.
#ParticlePhysics
#TheoreticalPhysics
#QuantumPhysics
#StandardModel
#DarkMatter
#DarkEnergy
#QuantumFieldTheory
#StringTheory
#QuantumGravity
#Astrophysics
#Astronomy
#Cosmology
#BlackHole
#Galaxies
#Time