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  • 14 votes cast
Mar
16
awarded  Popular Question
Oct
7
awarded  Yearling
Oct
7
awarded  Good Question
May
1
awarded  Popular Question
Apr
3
answered Is there a Morse theory for sections of bundles or more generally for maps?
Feb
5
comment How to prove Arnold Conjecture without using S^1 localization?
Fyi, Katrin Wehrheim gave another summary at math.berkeley.edu/~katrin/teach/regularization/L15.pdf -- which may be easier to read, since it's in the context of a regularization class she taught in Spring 2014 at Berkeley.
Feb
5
comment Can a symplectic manifold be recovered from its Lagrangians?
@ThomasKragh Good point! Are you using Nadler--Zaslow for the quasiequivalence of Fukaya categories?
Jan
25
comment Can a symplectic manifold be recovered from its Lagrangians?
@Sasha That's true, though if you add the assumption that $X$ has ample canonical or anticanonical bundle and assume that the equivalence of derived categories is exact, then it's still true.
Jan
25
comment Can a symplectic manifold be recovered from its Lagrangians?
@MichaelBächtold Oh geez, thanks.
Jan
25
asked Can a symplectic manifold be recovered from its Lagrangians?
Jan
14
comment If a (linear) relation maps Lagrangian subspaces to Lagrangian subspaces, is it a Lagrangian relation?
Good point, Max.
Dec
12
awarded  Critic
Dec
11
answered floer homology and viterbo's theorem
Sep
29
revised When do you go hunting for Lagrangian submanifolds?
added 2726 characters in body
Sep
29
awarded  Yearling
Sep
27
answered When do you go hunting for Lagrangian submanifolds?
Sep
23
accepted Is there an $(\infty,2)$-category with morphisms given by $D^b\text{Coh}$?
Sep
23
accepted Fourier--Mukai transforms and adjunction
Sep
23
comment Is there an $(\infty,2)$-category with morphisms given by $D^b\text{Coh}$?
Thanks! Do you know anything about what happens when the "smoothness" hypothesis is dropped?
Sep
23
asked Is there an $(\infty,2)$-category with morphisms given by $D^b\text{Coh}$?