Question: 6. (a) Suppose K = (C ), find the centered kernel matrix. %3D 4 7 1 5 (b)Suppose K =7 2 6 3 find

6. (a) Suppose K = (C ), find the centered kernel matrix.

6. (a) Suppose K = (C ), find the centered kernel matrix. %3D 4 7 1 5 (b)Suppose K =7 2 6 3 find the distance between o(x2) and (x4) 6 9 8 5 3 8 5 1 (c) Given three points x1=(2,3)", x2=(3,4)", x3=(2,4)". Find the kernel matrix using the Gaussian kernel assuming that o = 5 (d)If the number of dimensions of the original space is 5, what is the number of dimensions of the feature space for the Gaussian kernel?

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