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Rate My Professor Wesley Hough

University of Wisconsin - Whitewater

Ratings & reviews

5.08/20/2025

Patient, kind, and always approachable.

5.04/30/2025

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About Wesley

Wesley K. Hough, Ph.D., serves as an Associate Professor of Mathematics at the University of Wisconsin-Whitewater. His primary research interests are in topological combinatorics, focusing on the application of discrete Morse theory to detect properties of topological spaces generated by combinatorial structures. These include connectivity bounds, Euler characteristics, dimensions of non-vanishing homology, and cellular counting recursions. Introduced to discrete Morse theory during a Research Experience for Undergraduates at James Madison University in summer 2011, his early work examined the poset topology of pattern-avoiding permutation groups under the strong Bruhat order. Recent investigations cover homomorphism complexes arising from mapping chain posets into Boolean algebras and more general distributive lattices, as well as matching trees and the independence and matching complexes of small grid graphs.