interesting to me
new observation about divisors and positive integers (whole numbers)
an curve fit with recursion namely
b(0)=2 for squares
or
b(0) = 3 for cubes
then
b(n) = 2*b(n1) + 1.
This data table
b Divisors(b) relevant expression
0 3 3^3
1 7 3^3*5
2 15 3^3*5*7
3 31 3^3*5*7*11
For example Divisors(3) could have relevant expression 7^3*23*29*17.
We see that there is a prime squared followed by three distinct primes.
Then Divisor(3) is 2*15 + 1 which is 31.
Similarly, Divisors(2) could have relevant expression 17^3*3*5
and still Divisors(2) is still 15.
So, in some sense, the primes are interchangable under this 'Divisors count' function.
See you later,
Matt
Last fiddled with by MattcAnderson on 20210614 at 07:45
Reason: another nifty file i typed
