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We initiate a systematic investigation of Mellin amplitudes of Witten diagrams to all loop levels, by introducing integral recursion relations among them.
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More precisely, C = 2 1 − 2 V − L π ( 1 − L ) h C=2^{1-2V-L}\pi^{(1-L)h} , where V V and L L denotes the number of bulk vertices and loops, respectively
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