I am an assistant professor in the CSSE department at Concordia University in Montreal. I am looking for students!​

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Often, the key to solving a problem lies in uncovering some underlying symmetry. In most of my work, I find and leverage algebraic-geometric and representation-theoretic symmetries in problems coming from tensor decompositions, quantum information theory, and optimization.

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Keywords: CP decomposition, secant variety, identifiability, stabilizer rank, quantum property testing, quantum state discrimination, entanglement theory, entangled subspaces, quantum de Finetti theorem, polynomial optimization, semidefinite programming.