|
Groups of Prime Numbers'
Second Differences: |
|
Introduction of variations |
explains what is the reason to go to the
next, more profound, step in dynamic structure of primes |
|
Regular and repeating irregular
groups |
of consecutive
variations in the range
of primes until 1,000,000,000 |
|
Maximal sizes of regular and
repeating irregular groups |
depend on dynamic characteristics
of each type of them |
Groups in the range
until 100,000 |
statistics of repeating
groups
of consecutive variations |
Groups in the range
until 1,000,000 |
statistics of repeating
and regular groups
of consecutive variations |
|
Appendix
|
|
Classes of Prime Numbers and Their
Differences: |
|
Key of primes |
is number 6 |
|
Distributions of gaps and variations |
show six period oscillations |
|
Boolean algebra of classes |
of primes from 7, gaps, and
variations |
|
Consecutive primes |
can be of
any class independently in the infinite general primes' set |
|
Distribution of groups of primes of the same class in the
infinite general set |
in
consequence of appearing consecutive primes of any class
independently |
|
Distribution of groups of primes of the same class in the finite
range |
statistics and analysis differences from that in the infinite
general set |
