Lecture

Minkowski-Weyl: Convexity and Separation Theorem

In course

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Description

This lecture covers the concept of convex sets, the Minkowski-Weyl theorem, and the Separation theorem in convex analysis. It explains the conditions for a set to be convex, provides a sketch of the proof for the Minkowski-Weyl theorem, and discusses the existence of inequalities for closed and convex sets. The lecture also delves into polyhedral cones, compactness, and the properties of polyhedral sets.

Instructor

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Official source

https://mediaspace.epfl.ch/media/0_b54dwwjr

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Ontological neighbourhood

Logic

Classical logic: First-order logic

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