Skip to main content
redelectrons's user avatar
redelectrons's user avatar
redelectrons's user avatar
redelectrons
  • Member for 9 years
  • Last seen more than 4 years ago
awarded
revised
Fractional equations
Inconsistent use of multiplication sign
Loading…
suggested
Approve
comment
Polygonal Mersenne numbers
Could someone please explain why it is still on hold. The question is pretty clear now, at least I think so
revised
Polygonal Mersenne numbers
added 222 characters in body
Loading…
revised
Polygonal Mersenne numbers
deleted 1 character in body
Loading…
revised
Loading…
revised
Polygonal Mersenne numbers
added 1 character in body
Loading…
awarded
revised
Polygonal Mersenne numbers
added 277 characters in body
Loading…
awarded
comment
Polygonal Mersenne numbers
Thanks you for the answer but the problem still remains of finding all $s$-gonal numbers that are Mersenne for a specific $s$. For example if $s$=82 (random value I made up), how can I find all of the solutions $n,p$ or prove that there are none. But not by tackling every $s$ by itself and using a different method for each one. The Mordell equation way that I mentioned was one way of doing it, but since calculating for large $k$ is very hard, I want to come up with another (easier) way of doing this
asked
Loading…