Post Reply 
idivis inWP34s
03-27-2016, 11:14 AM
Post: #20
RE: idivis inWP34s
I'd try x<? T instead there & see what happens.

Of course there are easier ways to find all the known perfect numbers, the proof of this is pretty straight foward & was taught to me in first year number theory at university. It also generates all the factors in sequence.

More importantly, Euler proved that these are the only even perfect numbers.

To date, there are no known odd perfect numbers. There are a lot of known conditions one must adhere to and the general consensus is that they do not exist, even though this is a major open problem in mathemtics.


- Pauli
Find all posts by this user
Quote this message in a reply
Post Reply 


Messages In This Thread
idivis inWP34s - ggauny@live.fr - 11-27-2015, 07:26 PM
RE: idivis inWP34s - Dieter - 11-27-2015, 08:24 PM
RE: idivis in WP 34S - walter b - 11-27-2015, 08:34 PM
RE: idivis inWP34s - Dieter - 11-27-2015, 08:53 PM
RE: idivis inWP34s - walter b - 11-27-2015, 10:27 PM
RE: idivis inWP34s - Dieter - 11-27-2015, 11:12 PM
RE: idivis inWP34s - Marcus von Cube - 11-28-2015, 11:14 AM
RE: idivis inWP34s - walter b - 11-28-2015, 12:01 PM
RE: idivis inWP34s - Thomas Klemm - 11-28-2015, 12:14 AM
RE: idivis inWP34s - ggauny@live.fr - 11-28-2015, 06:30 AM
RE: idivis inWP34s - Dieter - 11-28-2015, 07:35 PM
RE: idivis inWP34s - ggauny@live.fr - 11-28-2015, 07:28 AM
RE: idivis inWP34s - Thomas Klemm - 11-28-2015, 11:25 AM
RE: idivis inWP34s - Didier Lachieze - 11-29-2015, 12:25 PM
RE: idivis inWP34s - ggauny@live.fr - 03-27-2016, 09:34 AM
RE: idivis inWP34s - ggauny@live.fr - 11-29-2015, 12:34 PM
RE: idivis inWP34s - ggauny@live.fr - 11-29-2015, 12:47 PM
RE: idivis inWP34s - Paul Dale - 03-27-2016, 10:26 AM
RE: idivis inWP34s - ggauny@live.fr - 03-27-2016, 10:43 AM
RE: idivis inWP34s - Didier Lachieze - 03-27-2016, 11:17 AM
RE: idivis inWP34s - Paul Dale - 03-27-2016 11:14 AM
RE: idivis inWP34s - ggauny@live.fr - 03-27-2016, 12:00 PM



User(s) browsing this thread: 1 Guest(s)