Franz Pedit

Franz Pedit is a Professor in the Department of Mathematics and Statistics at the University of Massachusetts Amherst. His research focuses on differential geometry, particularly minimal surfaces, constant mean curvature surfaces, Willmore surfaces, and harmonic maps using integrable systems theory, Riemann surface theory, geometric analysis, and gauge theory.

Education:

• 1987 Post Doc, University of North Carolina Chapel Hill
• 1986 Post Doc, Durham University, England
• 1985 Ph.D., University of Innsbruck, Austria

His research interests include differential geometry with a focus on surfaces in symmetric spaces, integrable systems, and geometric analysis. Notable contributions include studies on isothermic surfaces, Higgs bundles, and Willmore energy conjectures. Pedit has collaborated extensively with leading mathematicians on projects spanning minimal surfaces, harmonic maps, and discrete holomorphic geometry.

Research Trends: His work bridges classical differential geometry with modern techniques from integrable systems, emphasizing geometric flows, spectral curves, and applications to mathematical physics. Recent publications explore SYZ geometry and constrained Willmore energy frameworks.

Advising & Grants: While specific grants or student advisees aren't listed, his collaborations suggest active participation in interdisciplinary projects and mentoring within the mathematics community. His research has been supported through collaborations with institutions like MATRIX and the London Mathematical Society.

Labs/Teams: Affiliated with the Department of Mathematics and Statistics at UMass Amherst, contributing to its research computing facilities and collaborative research initiatives in geometric analysis.