Home of Rhett & Link fans - the Mythical Beasts!
Replies are closed for this discussion.
TOPICS FOR DISCUSSION:
Pirates vs. Ninjas vs. Cowboys
This has been a heated topic of conversation in the Komm Forum for quite a while and now we look to Rhett and Link for the definitive answer.
Ticklish or Santa?
Just one of the hotly debated "Would You Rather" discussion topics as posed by Kevin (UniSeal)
The Hodge Conjecture
The boys at MIT have had their chance, it's about time that Rhett and Link put this issue to rest. Let:
We call this the group of Hodge classes of degree 2k on X.
Let X be a projective complex manifold. Then every Hodge class on X is a linear combination with rational coefficients of the cohomology classes of complex subvarieties of X.
A projective complex manifold is a complex manifold which can be embedded in complex projective space. Because projective space carries a Kähler metric, the Fubini–Study metric, such a manifold is always a Kähler manifold. By Chow's theorem, a projective complex manifold is also a smooth projective algebraic variety, that is, it is the zero set of a collection of homogenous polynomials.
This should be even better the GMCL.
sweet! =)
Hey, I'd support that! Haha.
Gumbo123 said:
TOPICS FOR DISCUSSION:
Ticklish or Santa?
Just one of the hotly debated "Would You Rather" discussion topics as posed by Kevin (UniSeal)
I saw this this afternoon! and in preparation for it i am watching all the gmcl episodes over again! soooooo excited!
As you "prep" for the upcoming season of Good Mythical Morning, you might also want to check out Jaci (Mooing Nanner)'s "Let's Talk About That" video compilation or the GMCL Fans group & discussion forum
Mary Carr (pegantacorn) said:
I saw this this afternoon! and in preparation for it i am watching all the gmcl episodes over again! soooooo excited!
CLOSING THIS DISCUSSION
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