Give proof for a general kernel function

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Reference no: EM131231653

The mathematical results which you are asked to prove in this problem were evidenced numerically in the two problems above. Given a kernel function K and n couples (x₁, y₁), ... , (x_n, y_n) of real numbers, compute the limits:

of the kernel smoother when the bandwidth goes to 0 or ∞.

You can choose one of the four kernel functions given in the text (pick your favorite) or you can try to give this proof for a general kernel function if you feel comfortable enough.

Reference no: EM131231653

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