Email address obfuscation in effect -- please
click here to turn it off.
[
Date Prev][
Date Next][
Thread Prev][
Thread Next][
Date Index][
Thread Index]
On Wed, 4 Jan 2006, Stephen Montgomery-Smith wrote:
To say a little more - I haven't seen the details of what they did, but
I would guess that a large part of this work is to apply already
established techniques and throw more computer power at it. But I could
be completely wrong.
There's some info here:
http://www.mersenne.org/prime.htm
The Central Missouri team has done a lot of computing for this project, I
guess. Here's a web page for the software.
http://www.mersenne.org/freesoft.htm
I did a similar (well much easier) computation a few years ago. I
computed the number of ways to place the five tetrominoes and 12
pentominoes into an 8 by 10 rectangle, as described on this web page:
http://www.xs4all.nl/~gp/PolyominoSolver/Polyomino.html. The challenge
wasn't in how to do it so much as where to get sufficient computer power
- I estimated it would take one fast desktop computer about a year. So
I used the computers in the GCB math labs over a vacation, and ran them
in parallel, and it took a few days to find that there were
3,386,001,688 of them.
Most definitely just pure curiosity - nothing else. And I learned a lot
about TCP/IP programming in C.
I remember that you developed a program that does something like what
GIMPS or SETI do -- distributing parts of jobs to many PCs. I was very
impressed by your programming skill.
Mike
_______________________________________________
discussion mailing list
EMAIL:PROTECTED
http://mlug.missouri.edu/mailman/listinfo/discussion