thoughts on twins
Twin Primes, Ending Numbers, and Odd-Composite Gaps
As we go up the number line, the frequency of odd-composites increases, and the size of the gap between primes caused by odd-composites increases.
PnonP-24 Review Structure of Primes, Prime Factors and Odd-Composites
Author Part 2 – Andrew J Frost 08/02/2022 PnonP p5 Patterns Forming Structure - Andy Frost commenced 2023/03/26 (wow - the date now is 19/2/2024) Review of Structure First a…
P&nonP-23 Grouping Patterns Providing Structure to Primes and Prime Factors
There is also the idea that while prime numbers have a random distribution, they might actually approximately be traceable to their immutable positions in some definable way by using the odd-composite non-prime sequences.
P&nonP-22 Grouping Patterns of Ending Numbers of Prime Factors in the Odd-Composite Series
This looks like a structure upon which the primes and odd-composite non-primes are built.
P&NonP – 21 – Positions of Prime Factored Squares in Odd-Composites pg2
This formula shows the gap pattern occurring throughout the distribution of the factors of Non-Prime Odd-Composite numbers in this Set of Non-Prime Odd-Composite numbers which is contained within the Set Saf. But it also shows that the same pattern describes the relationship between squares of prime number
P&NonP – 20 – Positions of Prime Factor Patterns in Odd-Composites pg1
Gap pattern 6, 4, 2, 4, 2, 4, 6, 2, exists independently between prime-factors of the Odd-Composite Subset. Is it stable and repeating?
PRIMES AND NON-PRIME PATTERNS – 17 – Comparison of Ending Numbers
catching hold of these patterns is like the image
PRIMES AND NON-PRIME PATTERNS – OBSERVATION-16 Squares and Ending Digit Patterns
Author – Andrew J Frost 29/08/2021 REV TWO PnonP p16 OBSERVATION 16 Squares and Ending Digit Patterns Patterns in Diagonals showing Squares when a=b in equation 2. The Last Two…