Show that the graph convolution product satisfies the following properties:
(a) It is commutative, that is,f?g=g?f.
(b) It is distributive, that is,f?(g+h) =f?g+f?h.
(c) It is associative, that is,f?(g?h) = (f?g)?h.
(d)L(f?g) =f?(Lg) = (Lf)?g
(a)
Proof.
(b)
Proof.
(c)
Proof.
(d)
Proof.
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