Question: 6.10 ( ) Show that an excellent choice of kernel for learning a function f(x) is given by k(x, x) = f(x)f(x) by showing that

6.10 () Show that an excellent choice of kernel for learning a function f(x) is given by k(x, x) = f(x)f(x) by showing that a linear learning machine based on this kernel will always find a solution proportional to f(x).

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