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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Special
Rostislav Grigorchuk
Texas A&M
Ihara zeta function of infinite graphs and groups
Abstract:
We will define the analog of the Ihara zeta function for a Cayley graphof a finitely generated group. This will also be done for an infiniteregular graph which is a limit of a sequence of finite graphs.Interesting examples of computations based on spectral theory of fractalgroups will be considered. Some aspects of the computations are relatedto dynamical systems.
Host: Efim Zelmanov
March 13, 2003
2:00 PM
AP&M 7218
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