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Georgios Daskalopoulos specializes in nonlinear geometric analysis, particularly in the applications of topology, geometry, and mathematical physics. Over the years, he has focused on harmonic maps and singular spaces, contributing significantly to Teichmueller theory and three-dimensional topology. His recent work also encompasses nonlinear parabolic equations related to Yang-Mills flow on Kähler manifolds. He has served as the principal investigator for several NSF grants, amounting to significant research funding. Daskalopoulos has authored numerous scholarly works, including the exploration of convergence properties of Yang-Mills flow on Kähler surfaces and the classification of Weil-Petersson isometries. His academic endeavors are supported by his memberships in prestigious institutions such as the Institute of Advanced Study in Princeton and MSRI in Berkeley. Daskalopoulos also collaborates with leading scholars from other renowned universities such as Johns Hopkins and the University of California, Santa Cruz.
Department: Department of Economics