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Dr. Kenneth A. Ribet
Professor Emeritus
Department of Mathematics
UC Berkeley
The perfect squares (1, 4, 25, 36 and so forth) were studied extensively by Leonardo Fibonacci in his thirteenth…
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Continuation of modern geometric descriptions of polyhedrons. Included are definitions of convex polyhedron, half spaces, hyperplanes, affine dimension, and some connections to Linear Programming.
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Terminology for simplex method is defined in this lecture. This is written is matrix form. Examples are in the following lectures.
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Traveling Salesman problem formulation continued. Discussion of non-negative multipliers, redundant (in)equalities, and their relationship.
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Travelings Sales Man Problem formulation.
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Pre-recorded lecture for EAE 130A Cost Analysis lecture
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Unraveling Cardiac Arrhythmias Using Computational Modeling
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