- Joined
- Oct 5, 2003
http://abcathome.com/
ABC@home is a distributed computing project enabling a great search for so called abc-triples. The project is comparable in a way to GIMPS, another mathematical project. These abc-triples are positive integers a,b,c such that a+b=c, a < b < c, a,b,c have no common divisors and c > rad(abc), the so-called radical of abc. The ABC conjecture says that there are only finitely many a,b,c such that log(c)/log(rad(abc)) > h for any real h > 1. The ABC conjecture is currently one of the greatest open problems in mathematics. If it is proven to be true, a lot of other open problems can be answered directly from it.
abc@home team page http://abcathome.com/team_display.php?teamid=405
Right now a beta 64 bit windows client is still being tested, but hopefully it will be out soon. The 64 bit linux client is supposedly 3 times faster than the 32 bit client as well.
Overall the project is using 576KB and the WUs are small as well. The first WU took my [email protected] about 20 minutes.
ABC@home is a distributed computing project enabling a great search for so called abc-triples. The project is comparable in a way to GIMPS, another mathematical project. These abc-triples are positive integers a,b,c such that a+b=c, a < b < c, a,b,c have no common divisors and c > rad(abc), the so-called radical of abc. The ABC conjecture says that there are only finitely many a,b,c such that log(c)/log(rad(abc)) > h for any real h > 1. The ABC conjecture is currently one of the greatest open problems in mathematics. If it is proven to be true, a lot of other open problems can be answered directly from it.
abc@home team page http://abcathome.com/team_display.php?teamid=405
Right now a beta 64 bit windows client is still being tested, but hopefully it will be out soon. The 64 bit linux client is supposedly 3 times faster than the 32 bit client as well.
Overall the project is using 576KB and the WUs are small as well. The first WU took my [email protected] about 20 minutes.