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Thomas H Parker is a Professor in the Department of Mathematics at Michigan State University. His research focuses on geometric analysis and its connections to mathematical physics, involving intriguing combinations of ideas and techniques from various fields. His work covers algebraic geometry, differential geometry, topology, and partial differential equations (PDEs). Recently, he has utilized PDE analysis methods to study Gromov-Witten invariants, which are critical in understanding the intersections of algebraic geometry and theoretical physics. He is dedicated to advancing the field through both teaching and research, providing insights and developments that connect these theoretical concepts through rigorous mathematical frameworks. His contributions are recognized in the scholarly community, and he actively engages with students during office hours.
Department of Psychology