maxim kirsebom: on a limiting distribution for maximal cusp excursions of the unipotent flow
Published 4 years ago • 101 plays • Length 54:42Download video MP4
Download video MP3
Similar videos
-
1:16:40
towards an extreme value law for the deepest cusp excursions of the unipotent flow (maxim kirsebom)
-
1:01:58
shrinking targets and eventually always hitting points by maxim kirsebom
-
41:35
dmitry zaporozhets: gaussian from its maximum
-
45:17
giovanni bonaschi: quadratic and rate independent limits for a large deviations functional
-
50:54
david bowler - large-scale and linear scaling dft: why we need it, and how we do it - ipam at ucla
-
57:02
machine learning in financial mathematics with michael ludkovski
-
47:42
yuehaw khoo - new approaches in simulation of transition paths - ipam at ucla
-
51:42
jack xin: "lagrangian approximations and computations of effective diffusivities and front speed..."
-
46:30
volker blum - large-scale electronic structure theory in fhi-aims and elsi - ipam at ucla
-
44:54
minimizing mass, maximizing capacity
-
23:06
guofang wei - fundamental gap estimate for convex domains - ipam at ucla
-
7:55
functional analysis 20 | minkowski inequality
-
33:44
capacity inversion and mpc over elastic noisy channels
-
44:40
condensed matter physics - sommerfeld’s quantum theory : free electron gas in one-dimensional box
-
53:41
variants of parseval's formula and the grothendieck inequality
-
16:32
a floored limit.
-
1:04:08
complex analysis in o minimal expansions of real closed fields lecture #4
-
1:26:59
the (absolute) model companionship spectrum of a mathematical theory and the continuum problem