state and prove guass multiplication theorem
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On at- tempting to extend this method to a proof of the Gauss multiplication theorem, one is led to the evaluation of some interesting integrals. (2) r(s)r(s + 1/3)Ir(s + 2/3) = (2r)3 12-38r(3s). (5) MF(x) MG(x) = M F(x/u)G(u)-ldu.
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On at- tempting to extend this method to a proof of the Gauss multiplication theorem
one is led to the evaluation of some interesting integrals.
(2) r(s)r(s + 1/3)Ir(s + 2/3)
= (2r)3 12-38r(3s). (5) MF(x) MG(x)
= M F(x/u)G(u)-ldu.
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