near-optimal lower bounds on quantifier depth and weisfeiler-leman refinement steps
Published 7 years ago • 139 plays • Length 21:32Download video MP4
Download video MP3
Similar videos
-
29:35
combinatorial properties of the weisfeiler-leman algorithm
-
56:30
martin grohe - a deep dive into the weisfeiler-leman algorithm
-
48:27
new upper and lower bounds on approximate counting
-
3:15
weisfeiler-lehman wl test for graph isomorphism explained visually & message passing nns 2022
-
29:21
graph colouring is hard on average for polynomial calculus and nullstellensatz
-
12:01
approximating distributions using well-conditioned normalizing flows
-
57:01
fine-grained complexity of exact algorithms
-
52:12
jonathan zhu | widths, minimal submanifolds and symplectic embeddings
-
9:02
wugi's 4d world - the 3-sphere and its bestiary - part 1: the clifford torus
-
45:21
mathieu lewin: mean-field limits for quantum systems and nonlinear gibbs measures
-
19:03
approximating optical refraction using taylor polynomials
-
6:22
1.3 simple proofs with quantifiers
-
24:19
d5.b — lower bounds for qbfs of bounded treewidth
-
1:23:27
sheared pleated surfaces and limiting configurations for hitchin's equations by michael wolf
-
1:01
401.0b notation for quantifiers
-
28:45
huaxin lin: "non-unital simple z-absorbing c*-algebras"
-
46:12
provable submodular minimization via wolfe’s algorithm
-
36:01
optimal neural network compressors and the manifold hypothesis
-
10:32
numerical ode methods accurate to 1st and 2nd order
-
43:33
solutions to the schrodinger equation - finite rectangular potential | quantum mechanics