Fifty First-order Non-consecutive Prime Generating Polynomials With Sequence Distances Superior to Five

Alex-Pauline Poudade

Fifty First-order Non-consecutive Prime Generating Polynomials With Sequence Distances Superior to Five

This paper discusses the mathematical Number Theory field of first order Prime-Generating Polynomials (P-GP) also referenced as Arithmetic progressions (AP). In regards to the Green-Tao theorem, it emphasizes “the primes contain arbitrarily long polynomial progressions” by exploring specifically the primorial p29# co-linear space.

Comments: 12 Pages. doi.org/10.7910/DVN/W8RRMA orcid.org/0000-0003-3037-1091

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[v1] 2020-08-20 19:48:47

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