Abstract The Ihara zeta function is a function defined on a finite graph, which counts the number of closed geodesic walks. It is not only an analog of local zeta functions of varieties but it is also a p-adic version of Selberg zeta function. In this talk, we will introduce several different aspects of the Ihara zeta function.
2019-11-25 16:00 ~ 2019-11-25 17:00
康明軒教授 (交大應數系)
綜合三館4F Lecture Room B
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