A purely topological argument via semi-holonomy isomorphisms and multiplicative convolution shows that the homological pentagon equation implies the regularized double shuffle relations for multiple zeta values.
Sp´ ecialisation de faisceaux et monodromie mod´ er´ ee
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Multiplicative convolution and double shuffle relations
A purely topological argument via semi-holonomy isomorphisms and multiplicative convolution shows that the homological pentagon equation implies the regularized double shuffle relations for multiple zeta values.