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Department of Mathematics,
Department of Mathematics,
University of California San Diego
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Food for Thought
Runqiu Xu
UCSD
How does the discrete Fourier transform on symmetric groups walk you through Hurwitz Cayley graphs?
Abstract:
In this talk, I will give a quick review of representation theory and graph theory. I will explain the symmetric group algebra and its Fourier transform with an explanation of the corresponding characters. I will hint how it could be used to count the number of a specific type of walks on the Cayley graph of permutations.
March 8, 2024
1:00 PM
APM 6402
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