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erifel.i(z,r) and K2(z, r ) are valid kernel functions, K,-(z r) + K2(z,r) is a valid Show that if Ki(r, z) and K2(z,z') are valid

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erifel.i(z,r) and K2(z, r ) are valid kernel functions, K,-(z r) + K2(z,r) is a valid Show that if Ki(r, z) and K2(z,z') are valid kernel functions, K3 K1(x,r)K2(, z) is a valid kernel

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