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Evaluation of the period of a family of triangle and box ladder graphs

Published 19 Oct 2012 in math.NT and hep-th | (1210.5376v1)

Abstract: We prove that the period of a family of $n$ loop graphs with triangle and box ladders evaluates to $\frac{4}{n}\binom{2n-2}{n-1}\zeta(2n-3)$

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