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Kelly Pohland is a Lecturer in the Department of Mathematics at Cornell University. She earned her Ph.D. in Mathematics from the University of Oregon in 2022. Her research interests lie in Algebraic Topology and Equivariant Homotopy Theory, focusing on algebraic invariants of spaces with group actions, particularly the finite group G. Her recent work has centered around the case where G is a cyclic group of odd prime order. She has published research on RO(C3)-graded Bredon cohomology of C3-surfaces with Z/3-coefficients and has contributed to the thesis on RO(C3)-graded Bredon cohomology of Cp-surfaces during her time at the University of Oregon. Additionally, she was involved in a project documenting the history and contributions of women in mathematics, marking significant milestones over the past fifty years. Kelly is actively engaged in teaching and is set to lead courses including MATH 1910: Calculus for Engineers and MATH 1106: Modeling Calculus for Life Sciences.
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