Mathematicians Explore Mirror Link Between Two Geometric Worlds
21–22 of 22 posts
Re: Mathematicians Explore Mirror Link Between Two Geometric Worlds
#22Earlier quoted context omitted.
Wait, what? Are you claiming that mirror symmetry is "secretly" Langlands? This is not my understanding, and I'd appreciate a citation if you are indeed making that claim. Moreover, it does not seem to me that, for example, the Clay Millennium problems are all glosses on the same underlying problem, so I'm a bit confused by your statement.
> Wait, what? Are you claiming that mirror symmetry is "secretly" Langlands? There is a geometric analogue to the Langlands correspondence called "geometric Langlands correspondence": > https://en.wikipedia.org/wiki/Geometric_Langlands_correspond... There is a relationship beetween the geometric Langlands correspondence and S-duality > https://en.wikipedia.org/wiki/S-duality a duality that is considered in string the…