yuehaw khoo - high-dimensional pdes, tensor-network, and convex optimization - ipam at ucla
Published 8 months ago • 686 plays • Length 52:56Download video MP4
Download video MP3
Similar videos
-
47:42
yuehaw khoo - new approaches in simulation of transition paths - ipam at ucla
-
31:38
garnet chan - arithmetic tensor networks and integration - ipam at ucla
-
32:48
johnnie gray: "hyper-optimized tensor network contraction - simplifications, applications & appr..."
-
43:53
feng pan - arbitrary tensor network algorithm: theory, methods and applications - ipam at ucla
-
55:01
ruizhe zhang - quantum speedups of continuous sampling and optimization problems - ipam at ucla
-
1:15:51
di fang - quantum algorithms for dynamics simulation: differential equations - ipam at ucla
-
48:37
di fang - time-marching strategy can work quantumly for differential equations - ipam at ucla
-
1:06:08
yu tong - the heisenberg limit and early fault-tolerant quantum algorithms, part 1/2 - ipam at ucla
-
1:08:14
markov state model tutorial through pyemma
-
51:16
jingbo wang - quantum walk, efficient implementation, and potential application - ipam at ucla
-
54:26
xiantao li - open quantum systems in quantum computing - ipam at ucla
-
46:55
yuan su - on the complexity of implementing trotter steps - ipam at ucla
-
37:02
jin-peng liu - efficient quantum algorithms for nonlinear odes and pdes - ipam at ucla
-
47:27
yu tong - recent progress in hamiltonian learning - ipam at ucla
-
4:59
chapter 7.4:properties of wave (vitex physic)
-
46:51
jacob miller - synergy between quantum circuits and tensor networks - ipam at ucla
-
50:17
victor ostrik - growth in tensor powers - ipam at ucla
-
42:58
chia-yu chang - border subrank of tensors - ipam at ucla
-
1:14:39
dong an - introduction to quantum linear algebra, part 2/3 - ipam at ucla
-
47:11
joseph chow - data structures for transportation equity analysis - ipam at ucla
-
23:06
guofang wei - fundamental gap estimate for convex domains - ipam at ucla
-
1:16:07
lin lin - a mathematical introduction to quantum embedding theory - ipam at ucla