
About
David Penneys is a Professor of Mathematics at The Ohio State University, specializing in Operator Algebras, Quantum Algebra, and Category Theory. He holds a PhD from UC Berkeley (2012) and has held postdoctoral positions at the University of Toronto and UCLA. His research focuses on quantum symmetries, tensor categories, and topological phases of matter, with applications to mathematical physics and quantum information theory.
He has advised numerous graduate students and postdocs, including Giovanni Ferrer, David Green, and Quan Chen, and collaborates on projects like the book Unitary Quantum Symmetries Lite with Giovanni Ferrer and Kyle Kawagoe. His work spans topics such as subfactor theory, fusion categories, and topological order in quantum systems.
Penneys has organized conferences like the BIRS Workshop on Subfactors and Fusion (2-)Categories and frequently presents at international seminars. His teaching includes advanced courses like Functional Analysis and Topological Phases of Matter.
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