xiangyu zhou: curvature positivity and $\bar\partial$ equation with optimal $l^2$ estimate #icbs2024
Published 3 months ago • 19 plays • Length 47:59Download video MP4
Download video MP3
Similar videos
-
1:11:42
20181008 - curvature and uniformization on bounded symmetric domains (by professor mok ngai ming)
-
44:38
xin zhou: mean curvature and variational theory
-
33:26
zhongwei shen, uniform regularity estimates, lecture 3.1
-
1:03:53
zhi-hao zhang, classification of set orders with onsite symmetries (july 30 2020)
-
14:46
min-max construction for constant mean curvature surfaces - xin zhou
-
1:16:40
facing the new geopolitics: china at the poles
-
0:33
31-34 find the indicated partial derivative. f(x, y)=arctan(y / x) ; f_x(2,3)
-
47:02
xin zhou - recent developments in constant mean curvature hypersurfaces i
-
29:50
zhongwei shen, uniform regularity estimates, lecture 3.2
-
1:21
artificial intelligence and the future
-
53:20
arbitrarily slow decay in the mobius disjointness conjecture - zhiren wang
-
28:20
j. wang - topological rigidity and positive scalar curvature
-
43:48
yuguang shi - some global effects of positive scalar curvature
-
44:58
yuguang shi - quasi-local mass and geometry of scalar curvature
-
59:23
the integral coefficient geometric satake equivalence in mixed characteristic - jize yu
-
19:02
focs 2024 1c predict to minimize swap regret for all payoff-bounded tasks
-
53:39
zhizhang xie: a relative index theorem for incomplete manifolds and gromov’s conjectures on psc