support vector is a vector parallel to the hyperplane that acts as the
decision boundary, containing a point that is closest to the
hyperplane, and helps
establish a margin for the decision boundary. In this example, the hyperplane is a line
because there are only two dimensions. In three dimensions, the hyperplane would be a
plane, and in four dimensions, it would be a three-dimensional space, and so on.
The most optimal hyperplane would involve the support vectors establishing a
maximum margin for the hyperplane. The example in Figure
2-32
is not optimal, so let’s
look for a more optimal hyperplane in Figure
2-33
.
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