Can someone help me with this HW question?
Given the three points x1 =(2.5,1)T, x2 =(3.5,4)T, and x3 =(2,2.1)T.
(a) Compute the kernel matrix for the Gaussian kernel assuming that σ2 =5.
(b) Compute the distance of the point φ(x1) from the mean in feature space.
(c) Compute the dominant eigenvector and eigenvalue for the kernel matrix form
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