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31:10 LP Polyhedra-Lec9 LP Polyhedra-Lec9	LP Polyhedra-Lec9 Weyl-Minkowski's theorem proved using Fourier Motzkin elimination and Polarity of cones. polyhedra polar cone inequalities vectors lambda vector inequality linear lemma matrix combinations theorem containment race columns s. representations representation description definition From Jesus De Loera on March 2nd, 2021 0 likes 5 plays 0
32:16 LP Polyhedra-Lec8 LP Polyhedra-Lec8	LP Polyhedra-Lec8 Weyl-Minkowski's theorem proved using Fourier Motzkin elimination and Polarity of cones. polyhedra cone vectors polyhedron representations convex inequalities combination linear cones combinations vector polytope minus matrix sum theorem representation magic coordinates dimension From Jesus De Loera on March 2nd, 2021 0 likes 2 plays 0
47:36 LP Polyhedra-Lec7 LP Polyhedra-Lec7	LP Polyhedra-Lec7 Fourier-Motzkin applied to Farkas lemma and duality polyhedra solution problem transpose matrix material gamma function linear epsilon theorem duality lemma farkas vector proof star amount times equations minus From Jesus De Loera on March 2nd, 2021 0 likes 1 plays 0
45:08 LP Polyhedra-Lec3.mp4 LP Polyhedra-Lec3.mp4	LP Polyhedra-Lec3.mp4 point points convex sets intersection theorem plane dimension sum inequality induction tangent polyhedron linear phase minus triangle proof faces vector From Jesus De Loera on February 22nd, 2021 0 likes 8 plays 0
48:01 LP Polyhedra-Lec2 LP Polyhedra-Lec2	LP Polyhedra-Lec2 polyhedra convex points lambda sum combination definition linear minus sets space segment theorem intersection spaces induction matrix point hull alpha numbers From Jesus De Loera on February 20th, 2021 0 likes 9 plays 0
46:29 ECS 235B, Winter 2021; Lecture #10; January 27,… ECS 235B, Winter 2021; Lecture #10; January 27, 2021	ECS 235B, Winter 2021; Lecture #10; January 27, 2021 Foundations of Computer and Information Security. This covers tranquility, System Z, the basics of integrity, and the Biba model. The class starts at 2:27 into the video. integrity level machine property declassification problem things model systems thing objects levels object machines protection production properties theorem dagger tranquility From Matt Bishop on January 28th, 2021 0 likes 32 plays 0
59:43 ECS 235B, Winter 2021; Lecture #9; January 25,… ECS 235B, Winter 2021; Lecture #9; January 25, 2021	ECS 235B, Winter 2021; Lecture #9; January 25, 2021 Foundations of Computer and Information Security. This covers the second part of the presentation of the formal Bell-LaPadula model and its application to Multics as an example. The class starts at… condition property star object level request matrix rule prime subjects conditions symbol theorem rules decision thing multics transition access model From Matt Bishop on January 25th, 2021 0 likes 33 plays 0
01:22:07 zoom_0112(ESP162-Live Lecture) zoom_0112(ESP162-Live Lecture)	zoom_0112(ESP162-Live Lecture) market greed things bit question lecture theorem questions problem model efficiency society sort idea lab kind chat economy individuals cost From Kyumin Kim on January 13th, 2021 0 likes 3 plays 0
44:53 Lecture 3 - Part 1 Lecture 3 - Part 1	Lecture 3 - Part 1 market benefit theorem unit consumers pareto economy welfare equilibrium efficiency failure curve point lot economics government outcome willingness cost allocation From Michael Springborn on January 8th, 2021 0 likes 22 plays 0