
Introduction to (modern) Polyhedral Geometry. This lecture defines convex sets and polyhedra and proves a few statements about convex sets and polyhedra.


This lecture covers integer variables and modeling of combinatorial problems with integer variables. The example used GRAPH MATCHING.


This video is part of the A.C.T. Assessment Course developed by the Center for Educational Effectiveness. A.C.T. is a fully asynchronous, selfpaced course open to all UC Davis faculty, instructors,…




ECS036A Lecture 20230414 at 13:07




In this interactive session, Dr. Turner discussed three engagement strategies she used during remote teaching using Google Docs and Google Slides that can be applied to both inperson and live Zoom…






Sales trends of natural wine are notoriously hard to track because of
its unclear definition. Still, these wines appear on more and more
restaurant wine lists, specialty grocery stores, and wine…


NOTE: "Typo" in what I wrote on one slide: R={x: x \not\in x}. Basics of sets. The only basic vocabulary is \in and \emptyset. Defining other relations: union, intersection complement,…


Basics of sets. The only basic vocabulary is \in and \emptyset. Defining other relations: union, intersection complement, set difference, symmetric difference. Identities and their proofs, including…








