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50:11 2021-09-29: LP duality,… 2021-09-29: LP duality, Carathéodory's theorem	2021-09-29: LP duality, Carathéodory's theorem 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)… convex lambda theorem bar dimension basis dictionary lp points space linear variables point transpose hull sum vector solution combinations geometry From Matthias Koeppe 0 likes 6 plays 0
50:39 2021-10-01: Representation and projection of… 2021-10-01: Representation and projection of cones and polyhedra	2021-10-01: Representation and projection of cones and polyhedra 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)… linear cone cones convex thing space multipliers theorem basis subspace coefficient generators vector times maps category matrix elimination lambda polyhedron From Matthias Koeppe 0 likes 1 plays 0
50:50 2021-10-08: Hilbert bases of cones, integer… 2021-10-08: Hilbert bases of cones, integer Carathéodory theorem	2021-10-08: Hilbert bases of cones, integer Carathéodory theorem 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)… monoid lattice basis cone integer thing cones dimension times question structure generators points operation saturation guy theorem column matrix lambda From Matthias Koeppe 0 likes 2 plays 0
48:58 2021-10-27: Disjunctive, logic modeling,… 2021-10-27: Disjunctive, logic modeling, matching, TSP	2021-10-27: Disjunctive, logic modeling, matching, TSP 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)… problem inequalities formulation variables flow edges problems matching vertex optimization cycles edge vertices hull inequality formulations network lambda convex space From Matthias Koeppe 0 likes 1 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
08:56 ECS 220 7c:7.5-1 Turing's applied philosophy ECS 220 7c:7.5-1 Turing's applied philosophy	ECS 220 7c:7.5-1 Turing's applied philosophy calculus computer paper problem functions lambda function computation question person definition mind instructions machine church hilbert note symbol symbols computers From David Doty 0 likes 11 plays 0
01:48 ECS 220 7c:7.4 λ-calculus ECS 220 7c:7.4 λ-calculus	ECS 220 7c:7.4 λ-calculus programming languages functions language science computer calculus model sort variant scheme lines notation lambda interpreter programs reason ton machines turing From David Doty 0 likes 17 plays 0
02:11 ECS 220 5c:7 great unifications in science ECS 220 5c:7 great unifications in science	ECS 220 5c:7 great unifications in science theory computation science chapter models terrain light field magnetism electricity maxwell gravity computer computability theme power machines calculus lambda functions From David Doty 0 likes 17 plays 0
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 0 likes 46 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 0 likes 49 plays 0
01:06:41 PHY 255 Lecture 10 PHY 255 Lecture 10	PHY 255 Lecture 10 PHY 255 Lecture 10 distribution poisson function distributions variables probability rate things events thing variance statistics times log parameter failure market model lambda point From John Rundle 0 likes 31 plays 0
38:36 2020-12-11: Non-convex piecewise linear modeling… 2020-12-11: Non-convex piecewise linear modeling (MAT 168 Optimization)	2020-12-11: Non-convex piecewise linear modeling (MAT 168 Optimization) Modeling non-convex piecewise linear functions with convex multipliers and SOS 2 constraints. notes-2020-12-11.pdf Videos and all other materials are copyright 2020 Matthias Köppe and shared as… lambda function piece convex multipliers model point variables piecewise i. pieces linear values times functions modelling dot k. combination points From Matthias Koeppe 0 likes 11 plays 0
35:53 2020-12-09-a: Modeling with convex multipliers… 2020-12-09-a: Modeling with convex multipliers (MAT 168 Optimization)	2020-12-09-a: Modeling with convex multipliers (MAT 168 Optimization) Modeling with convex multipliers. notes-2020-12-09-a.pdf Videos and all other materials are copyright 2020 Matthias Köppe and shared as Open Educational Resources subject to the Creative… lambda convex points hull triangle formulation thing combinations variables combination solutions vector triangles theorem g. times point integer theodore sum From Matthias Koeppe 0 likes 17 plays 0
49:52 2020-12-02: Facility location, Chvatal-Gomory… 2020-12-02: Facility location, Chvatal-Gomory cuts (MAT 168 Optimization)	2020-12-02: Facility location, Chvatal-Gomory cuts (MAT 168 Optimization) Review: mixed 0/1 modeling. Facility location: Aggregated vs. disaggregated formulation. Strengthening the no-good formulation of logical AND using a Chvátal–Gomory cut. General… inequality constraint lambda formulation facility constraints integer variables inequalities side i. customer facilities hand sum customers times problem situation capacity From Matthias Koeppe 0 likes 18 plays 0
02:07:09 EEC239A Lecture 14… EEC239A Lecture 14 GMT20201123-185700_EEC-239A-0_2560x1440	EEC239A Lecture 14 GMT20201123-185700_EEC-239A-0_2560x1440 wavelength laser electron mode times signal hole gain frequency voltage loss things cavity pair lambda photon current reflectivity bandwidth photons From S. J. Ben Yoo 0 likes 10 plays 0
01:58:59 EEC-239A_Lecture 11… EEC-239A_Lecture 11 GMT20201109-185722_EEC-239A-0_2560x1440	EEC-239A_Lecture 11 GMT20201109-185722_EEC-239A-0_2560x1440 EEC-239A_Lecture 11 GMT20201109 eec239a yoo_lectures delta lambda wavelength times phase input fiber pi wave antenna output guy waveguide device amplifier thing power coupler phi front From S. J. Ben Yoo 0 likes 10 plays 0