02 Mustlearn optimization concepts Hyperplanes and halfspaces











>> YOUR LINK HERE: ___ http://youtube.com/watch?v=Cv9agJKJBVE

In this video we will learn three different ways of understanding of a hyperplanes. The first way of understanding is analytical and the two other ones are geometrical. We will see a hyperplane is the solution set of a • linear equation. Geometrically, it can be interpreted as an offset, plus all vectors orthogonal • to the normal vector. We also learn that hyperplanes are affine sets. Once you learn the concept of a hyperplane you can easily understand a halfspace. Halfspaces are not affine sets but they are convex sets. • Link to exercise 2.5 about hyperplanes: •    • Convex optimization book - solution -...   • Links to exercise 2.5, 2.6, and 2.7 about halfspaces: •    • Convex optimization book - solution -...   •    • Convex optimization book - solution -...   •    • Convex optimization book - solution -...  

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