About
Aaron Calderon is a Research Fellow and Dickson Instructor at the University of Chicago's Department of Mathematics. His research spans a broad array of mathematical disciplines, including Algebraic Geometry, Geometric Topology, and Dynamical Systems. He is affiliated with Eckhart Hall, where his office is located in Room 313.
His research interests encompass advanced topics such as Algebraic Topology, Geometric Analysis, and Ergodic Theory, reflecting a deep engagement with foundational and applied mathematical structures. While no specific grants or awards are mentioned, his work contributes to cutting-edge areas like Mathematical Physics and Representation Theory.
Research fields
AlgebraAlgebraic GeometryAlgebraic TopologyAnalysisApplied MathematicsCombinatoricsDifferential GeometryDynamical SystemsErgodic TheoryFinancial MathematicsGeometric AnalysisGeometric Group TheoryGeometric Measure TheoryGeometric TopologyGeometryLogicMathematical PhysicsNumber TheoryPartial Differential EquationsProbabilityRepresentation TheoryTheoretical Computer ScienceTopology
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