Regular biography
Kevin Coulembier is a Professor in the School of Mathematics and Statistics at The University of Sydney. His research areas include Lie theory, group theory and generalisations, representation theory, and mathematical physics. He is affiliated with the Department of MATH and is based at the Carslaw Building. His office is located in Room 717, and he can be contacted via email at kevin.coulembier@sydney.edu.au. His personal web page provides further details about his research and publications.
Scholar-generated biography
Kevin Coulembier is a researcher at the University of Sydney, specializing in advanced algebraic structures and their applications in representation theory and harmonic analysis. His work explores symmetric tensor categories, Lie superalgebras, and their connections to invariant theory and category 𝒪. Coulembier's research also delves into the properties of tensor powers, Deligne categories, and the interplay between Tannakian categories and positive characteristic. His contributions include the study of orthosymplectic supergroups, periplectic Brauer algebras, and the classification of blocks in BGG categories. His publications often intersect with distribution theory, superspace analysis, and q-deformed harmonic analysis.