Proth number is a number of the form :
$z⋅2^k+1$ where z is an odd positive integer and k is a positive integer such that : $2^k>z$
Is there a form for divisors of Proth Numbers? (Like Mersenne and Fermat Numbers have specific forms of divisors) My search did not turn any results.
Thank you...
After a long search I came to the same conclusion. There is No such form.