Marie Farge (ENS, Paris) und Dieter Meschede (DPG, Bonn)
Diego Lopez (Uni Potsdam)
In this talk we will describe an algorithm to distribute some "n-dimensional weight" over the vertices of a graph, such that the weight on each vertex remains higher than a given bound. We will then present how this algorithm is used to describe the polar structure of the Shintani zeta functions, which are a generalization of multizeta functions and conical zeta functions.
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