معرفی
Dylan Spence is an Assistant Professor at the University of Wisconsin - Whitewater, specializing in Algebraic Geometry with connections to Algebraic Topology, Homological Mirror Symmetry, Representation Theory, and Mathematical Physics. His research focuses on derived categories of varieties, Bridgeland stability conditions, and noncommutative structures like DG categories.
His recent publications highlight work on singular varieties, semiorthogonal decompositions, and explicit geometric constructions. For example, his 2024 paper explores derived McKay correspondences for complex reflection groups, while his 2021 note examines semiorthogonal indecomposability of Cohen-Macaulay varieties.
- Scientific Awards:
- Project NExT cohort Red '22
- Outreach:
- Judge and unofficial webmaster for Fort Atkinson Science Fair
- Co-runs a high school math circle called "The Outliers"
- Former coordinator of Indiana University Directed Reading Program (2018-2021)
- Teaching:
- Spring 2025: Non-Euclidean Geometry, Matrices and Linear Algebra, Quantitative Reasoning
- Past courses: Advanced Calculus, Real Analysis, Trigonometry, College Algebra
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