Research Activity
The geometry and topology group at UConn covers a broad spectrum of research directions including
 Differential Geometry: complex geometry, foliation theory, infinitedimensional geometry, and Riemannian, subRiemannian, and pseudoRiemannian geometryGeometric Analysis: geometric flows, geometric partial differential equations, heat kernel analysis, and mathematical general relativity
 Geometric and Functional Inequalities (on manifolds and metric measure spaces): RCD spaces, Sobolev inequalities, isoperimetric inequalities, curvature dimension inequalities
 Geometric Topology: applications of computational topology to computer animation, scientific visualization, and engineering design
 Interconnections with other fields: algebra and number theory, algebraic geometry, analysis, mathematical physics, numerical analysis, and probability

Members
4
Geometry and TopologyRegular FacultyResearch
Applied MathematicsGeometry and TopologyGraduate FacultyNumerical AnalysisRegular FacultyResearch
Geometry and TopologyPostdoctoral and Visiting FacultyVisiting Assistant Professors
Algebra & Number TheoryGeometry and TopologyGraduate FacultyRegular FacultyResearch
AnalysisGeometry and TopologyGraduate FacultyMathematical FinanceProbability TheoryRegular FacultyResearch
Geometry and TopologyOther Regular FacultyRegular FacultyResearch
Geometry and TopologyGraduate FacultyPartial Differential EquationsRegular FacultyResearch
Geometry and TopologyOther Regular FacultyRegular FacultyResearch
AnalysisApplied MathematicsGeometry and TopologyGraduate FacultyPartial Differential EquationsRegular FacultyResearch
Administrative StaffGeometry and TopologyGraduate FacultyRegular FacultyResearch
Administrative StaffDepartment Head's OfficeGeometry and TopologyGraduate FacultyMathematical FinanceProbability TheoryRegular FacultyResearch
Geometry and TopologyGraduate FacultyPartial Differential EquationsRegular FacultyResearch
Geometry and TopologyGraduate FacultyPartial Differential EquationsRegular FacultyResearch