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10:50 ARE/ECN 115A: Reactions to Week 2 Reflections ARE/ECN 115A: Reactions to Week 2 Reflections	ARE/ECN 115A: Reactions to Week 2 Reflections shadow market height counterfactual exchange household length rate goods currency concepts class things trade counterfactuals thing gdp ppp lot reflections From Travis Lybbert 0 likes 4 plays 0
01:15:51 PHYEPS30_Lecture 3(second part) Lecture 4 PHYEPS30_Lecture 3(second part) Lecture 4	PHYEPS30_Lecture 3(second part) Lecture 4 dimension box thing length triangle coastline things boxes log scale curve shape space point size method points generator fractals times From John Rundle 0 likes 1 plays 0
01:09:50 PHYEPS30_Lecture 2(second part) Lecture 3(first… PHYEPS30_Lecture 2(second part) Lecture 3(first part)	PHYEPS30_Lecture 2(second part) Lecture 3(first part) things dimension symmetry fractals length object point sense scale science fractal fact delta dimensions kinds mandelbrot phase shape half series From John Rundle 0 likes 4 plays 0
49:26 2021-11-17: Approximate Graver-best augmentation,… 2021-11-17: Approximate Graver-best augmentation, Steinitz bound	2021-11-17: Approximate Graver-best augmentation, Steinitz bound Videos and all other materials are copyright 2021 Matthias Köppe and shared as Open Educational Resources subject to the Creative Commons Attribution-ShareAlike 3.0 Unported (CC BY-SA 3.0)… vectors lambda norm sum trick times basis grave problem bond factor bit a. length sums things element vector integer step From Matthias Koeppe 0 likes 2 plays 0
27:38 ECS 235A Fall Quarter 2021, Lecture 18, November… ECS 235A Fall Quarter 2021, Lecture 18, November 3, 2021	ECS 235A Fall Quarter 2021, Lecture 18, November 3, 2021 This is the video of the eighteenth lecture. It's crude as I made it from my laptop, as the room has no video recording. For some reason, the recording stopped halfway through. I do not know… supervisor parameter numbers things testing thing directory bit length penetration point computer access uid telephone names hardware shell experience testers From Matt Bishop 0 likes 7 plays 0
49:52 MADDD seminar 2021-11-03: David Glickenstein:… MADDD seminar 2021-11-03: David Glickenstein: Discrete conformal geometry and adversarial examples of neural networks	MADDD seminar 2021-11-03: David Glickenstein: Discrete conformal geometry and adversarial examples of neural networks David Glickenstein: Discrete conformal geometry and adversarial examples of neural networks Abstract: Discrete differential geometry is a field that uses the ideas and techniques of differential… sort triangle variation circle length lot class point structure curvature edge problem persistence examples thing laplacian idea bit picture pieces From Matthias Koeppe 0 likes 3 plays 0
09:54 pls120_lab4_part1 pls120_lab4_part1	pls120_lab4_part1 function variances freedom degrees test variance hypothesis grasses r1 treatments thing bit points alpha environment lab length key vector math From Luke Salvato 0 likes 5 plays 0
50:30 ECS 235A Fall Quarter 2021, Lecture 8, October 8,… ECS 235A Fall Quarter 2021, Lecture 8, October 8, 2021	ECS 235A Fall Quarter 2021, Lecture 8, October 8, 2021 This is the video of the eighth lecture. It's crude as I made it from my laptop, as the room has no video recording. We moved to a different room. key bits keys des cipher block ciphertext numbers encryption attack problem couple length result bit confidentiality boxes words reason messages From Matt Bishop 0 likes 21 plays 0
06:04 ECS 120 5b:4 a non-regular unary language ECS 120 5b:4 a non-regular unary language	ECS 120 5b:4 a non-regular unary language square string length energy extension language 2k 1s g. squares strings claim json distance thing spending copies expression integer cancel From David Doty 0 likes 41 plays 0
03:00 Waves of Electric and Magnetic Fields Waves of Electric and Magnetic Fields	Waves of Electric and Magnetic Fields from 3 Blue 1 Brown and minute physics full video at https://www.youtube.com/watch?v=MzRCDLre1b4 field waves particle loop fields mechanics equations force space maxwell charge length electromagnetic radiation From John Terning 0 likes 6 plays 0
04:07 Large Field-of-view 3D Imaging Using Random… Large Field-of-view 3D Imaging Using Random Microlens Array	Large Field-of-view 3D Imaging Using Random Microlens Array Photonic and Electronic Devices 22 Team Lead: Feng Tian Advisor: Prof. Yang 3d object image array target reconstruction background camera method length microfabrication pressure detail ability millimeter range band network filter thiol From Femi-Jide Akinmoladun 0 likes 2 plays 0
01:00:48 ECS 153, Spring 2021; Lecture #17; May 5, 2021 ECS 153, Spring 2021; Lecture #17; May 5, 2021	ECS 153, Spring 2021; Lecture #17; May 5, 2021 ECS 153 Spring 2021. Computer Security. This covers symmetric key cryptography. The video begins at 7:00 from the beginning. key cipher period text bits des ciphertext keys letters letter bit alphabet block caesar things couple frequency fact length thing From Matt Bishop 0 likes 48 plays 0
44:57 Biostatistics Seminar April 6th, 2021 - Prof.… Biostatistics Seminar April 6th, 2021 - Prof. Susan Stewart	Biostatistics Seminar April 6th, 2021 - Prof. Susan Stewart Biostatistics Seminar April 6th, 2021 - Prof. Susan Stewart matches records prescriptions match programs record custom birth person king prescribers length prescription patients pairs identity patient california reviewers linkage From Andrea Carr 0 likes 9 plays
12:25 ECS 120 0:7 combinatorics (discrete math review) ECS 120 0:7 combinatorics (discrete math review)	ECS 120 0:7 combinatorics (discrete math review) length strings ways times string elements n. element pants subsets bit shirts combinatorics sequence rule subset children power outfits permutations From David Doty 1 likes 223 plays 0
01:19:33 ECS 289A Lecture 3a ECS 289A Lecture 3a	ECS 289A Lecture 3a tiles shape tile probability thing string question length determinism delta heads variables times assembly power types coin clause algorithm problem From David Doty 0 likes 13 plays 0
15:53 ECS 220 9b:8.5 Immerman-Szelepcsényi… ECS 220 9b:8.5 Immerman-Szelepcsényi Theorem NSPACE(s(n)) = coNSPACE(s(n)) for s(n) ≥ log(n)	ECS 220 9b:8.5 Immerman-Szelepcsényi Theorem NSPACE(s(n)) = coNSPACE(s(n)) for s(n) ≥ log(n) space nodes reachability path algorithm node error steps bit proof paths length end graph zeros pad linear log guesses step From David Doty 0 likes 19 plays 0