Authors: Ricardo Gil
The purpose of this paper is to show that prime numbers are structured in a Pseudo Random manner. Like the Fibonacci or the Lucas sequence, the prime number sequence is a sequence in which 2 primes when added together (+ or -1) makes the next prime. The sum of the two primes, A+B(+or-1)=C dictates the next prime number in the sequence. Goldbach's conjecture is that every even integer is the sum of two primes, A+B(+or-1)=C is two primes +or-1 make up another prime and dictates the gap between the primes. Progressing along the prime number line is similar to the Fibonacci sequence and the Lucas sequence. In a sense the A+B(+or-1)=C is a sequence but for prime numbers. In the Pseudo Random Prime Number Sequence or A+B(+or -1)=c, 5+3-1=7 and 7+5-1=11. The "A" side progresses or dictates the progression and in the progression or sequence if 5 were used in 5+5+1=11 instead of 7+5-11 it would be out of order in the progression sequence.
Comments: 11 Pages.
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[v1] 2016-04-17 14:25:44
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