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Edge Zeta Functions and Eigenvalues for Buildings of Finite Groups of Lie Type by Shen, Jianhao is a scholarly article available to read on EtoBox.

What is Edge Zeta Functions and Eigenvalues for Buildings of Finite Groups of Lie Type about?

We study the edge zeta functions of buildings associated to a finite group of Lie type, and prove that all the edge eigenvalues of these buildings are certain roots of powers of q. This work vastly generalizes the type A case, and generalizes Brouwer's work on oppositeness graph of these buildings.

Author

Shen, Jianhao

Published

2024

Language

EN