Number Theory

    

Unconventional If(f) Convenient: Effective Structures to Construct Alternate Primes Experimentally

Authors: Arthur V. Shevenyonov

Dial symmetry, Complenarity, and #-scoring could prove productive as well as efficient means of [re]constructing primes. Seen as alternate constructs accommodating the same prime values, or otherwise pairing those implicitly involved, as p’=p+2k*9 or p’=2n+(2k+1)*9 (both capturing the laxer subset of p=2m+1), complenary values tend to follow the parity: #p’=#p=#(2m). Moreover, the early primes sequence appears to fit into Fibonacci-like regularities along much the same #-scoring lines.

Comments: 3 Pages. Prime-generating structures & symmetries

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Submission history

[v1] 2022-02-09 19:24:07

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