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Activities

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Colloquium
Beginning2019-11-25 16:00:00
Ending2019-11-25 17:00:00
Event titleColloquium-An introduction to Ihara zeta functions
SpeakerProf. Ming-Hsuan Kang (Applied Math Dept. of NCTU)
PlaceLecture Room B, 4th Floor, The 3rd General Building
DescriptionClick here to read
Attached file File download Adobe PDF
Reference link 
NoteAbstract

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.
Last Update Time2019-11-21 09:55:09
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