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Alexey Kokotov is a Professor in the Department of Mathematics and Statistics at Concordia University. He received his Ph.D. from St. Petersburg State University in 1992. His research focuses on Geometric Analysis, particularly in spectral theory, Riemann surfaces, moduli spaces, and the analysis of singularities on manifolds. He has contributed extensively to the field through numerous publications, including work on determinants of pseudo-laplacians and their applications to various mathematical problems. His latest publications include studies in Journal of Geometric Analysis and Mathematical Research Letters, addressing topics such as self-adjoint Laplacians on polyhedral surfaces and isospectrality in flat metrics with non-trivial holonomy. Kokotov continues to explore the connections between geometric properties and spectral theory, making significant advancements in understanding the implications of these relationships in higher-dimensional geometry.
Administered by the Mel Hoppenheim School of Cinema; focuses on cinematic arts practice and research-creation.