Dr. Leslie Saper

Biography

Leslie Saper is a Professor in the Department of Mathematics at Duke University, where he has been a faculty member since 2005. His research primarily focuses on the interplay between topology and analysis within mathematics. He is known for his work on topological invariants such as cohomology and the use of analytic methods, including harmonic forms, in the study of compact manifolds. One of Saper's notable contributions includes the extension of Hodge-de Rham theory to more general settings, particularly in the context of singular spaces and complex algebraic varieties. Additionally, he has published significant papers, including work on perverse sheaves and their applications in topological situations with stratifications in odd dimensions. His research interests also encompass number theory and the study of locally symmetric spaces, with a commitment to training researchers in these areas. Saper’s academic pedigree includes a Ph.D. from Princeton University obtained in 1984, as well as both a B.S. and an M.S. from Yale University in 1979.

Research Interests

Experience