P != NP ?

homerFrom time to time it’s very cool being reminded of the exciting theoretical problems I encountered during my studies… and from which I sadly (or luckily ๐Ÿ˜‰ ? ) am very far removed these days. Nonetheless it’s time for yet another attempt of proving that P != NP and I’m looking forward to the resolution. Although I’d rather prefer P == NP ๐Ÿ™‚

Good luck to Vinay Deolalikar until the final results are in!