Bill Free and the Twin Prime Sieve (Maxwell Pragmatic) - 1650

The adventures of Maxwell Pragmatic continue. Join him as he develops a proof of the Twin Prime conjecture while evading arrest for spying on the US government. Other characters also return and develop technologies for remote mental manipulation via quantum entanglement using a technology known as Mind Pixels. And follow along as other familiar characters attend the 50th Annual Rainbow Gathering in Adams Park, Colorado! John Conway's conjecture that composite numbers exist in one of two states, trivial or nontrivial, evidently requires the existence of two types of prime number operator, trivial and nontrivial. One approach to this conjecture is to observe that the “Conway Nontrivial Numbers” exist as 24 classes of digital root and last digit preserving sequences. Conway's “Game of Primes” is then a sieving platform built for manipulating these classes. It is shown that Sloane's A142317 (1/24th of the Conway Nontrivial Primes) is equivalent to A201804 and that the complement to A201804 is rendered by 12 quadratic sequences. Following this, the twin primes are shown as equivalent to 9 OEIS sequences which are the union sets of pairs of Conway Nontrivial Prime Number sequences. Using these insights the twin prime conjecture is proved true for the union set of A201804 and A201816 (see: A224854) and expanded to cover any pair of the 24 Conway Nontrivial Prime Sequences.
ASIN: B0DRSSSFCN
VSKU: BVV.B0DRSSSFCN.VG
Condition: Very Good
Author/Artist:Helkenberg, J. W.
Binding: Paperback