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Jim Geelen is a professor in the Department of Combinatorics and Optimization at the University of Waterloo. His research interests focus primarily on combinatorics, specifically in matroid theory and graph theory. He has contributed significantly to the understanding of matroids, particularly those represented over finite fields. His work includes the Matroid Minors Project, which extends the concepts established in the Graph Minors Project initiated by Neil Robertson and Paul Seymour. Geelen's research has involved proving Rota's Conjecture, which characterizes matroids that can be represented over a given finite field. He has taught graduate-level courses on topics related to these areas, providing lectures that outline key proofs and concepts such as the Graph Minors Structure Theorem.
Includes fields like Clinical, Cognitive, Developmental, and Industrial/Organizational Psychology.