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Adam S. Levine is an Associate Professor of Mathematics at Duke University, where his research focuses on low-dimensional topology, particularly the study of shapes in 3-4 dimensional spaces (manifolds). He is known for his work on classifying smooth 4-dimensional manifolds, which presents unique challenges for topologists due to the sufficient 'wiggle room' in these dimensions that allows topological problems to be treated algebraically. His projects have revealed new complications within the topology of 4-manifolds, contributing to a deep understanding of these complex mathematical structures. Levine has been recognized within the academic community not only for his teaching and research but also for his unique contributions to mathematical puzzles, exemplified through media engagement and cross-disciplinary intersections of mathematics and popular culture.
Duke University • Durham, NC
Teaching and researching in the field of mathematics with a focus on low-dimensional topology.
Department of Biomedical Engineering (MS program)