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.
You are welcome to invite your friends and colleagues to join us! If you wish to attend the talks online, please contact Sylvie Paycha paycha@math.uni-potsdam.de for the login details.
