SVM Example - Brigham Young University

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Now, computing the dot products results in 3 1 + 5 2 = 1 5 1 + 9 2 = +1 And the solution to this system of equations is 1 = 7 and 2 = 4. Finally, we can again look at the discriminating hyperplane in input space that corresponds to these . w~ = X i is~ i 7. Figure 8: The discriminating hyperplane corresponding to the values 1 = 7 and

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