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How to draw a hyper plane in Support Vector Machine | Linear SVM

How to draw a hyper plane in Support Vector Machine | Linear SVM – Solved Example by Mahesh Huddar

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“Mahesh Huddar”

How to draw a hyperplane in Support Vector Machine | Linear SVM – Solved Example by Mahesh Huddar

Points (4, 1), (4, -1), and (6, 0) belong to class positive, and
points (1, 0), (0, 1) and (0, -1) belong to the negative class.
Draw an optimal hyperplane to classify the points.

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13 Comments

  1. Well done Sir for the great explanations. But it seems the solution to the simultaneous equations is not correct. This also affected the hyperplane equation. On Python, the solution to the simultaneous equation is Solution:

    x = -2.4444444444444438

    y = 0.3888888888888888

    z = 0.38888888888888884

    Also on Python, the equation of the SVM is :(0.6668307692307693x + -0.0004923076923077918y + ([-1.66715897])

    Manual calculation of the hyperplane equation with those values of alpha(x,y,z in my case ) will confirm the hyperplane equation

    On a final note, thanks so much for the simple way you explained the concept and your time.

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