Differential Geometry & Geometric Analysis Seminar
Apr
23
Claude LeBrun,Stony Brook University
Anti-Self-Dual 4-Manifolds, Quasi-Fuchsian Groups, and Almost-Kaehler Geometry
Fine Hall 1001 /
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If a smooth manifold M admits a symplectic form, it also admits Riemannian metrics g that are related to the symplectic form by means of an adapted almost… See Full Abstract
May
02
Antonio De Rosa, Courant Institute of Mathematical Sciences, New York University
Anisotropic counterpart of Allard’s rectifiability theorem and applications.
Fine Hall 314 /
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We present our recent extension of Allard's celebrated rectifiability theorem to the setting of varifolds with locally bounded first variation… See Full Abstract
May
11
Ljudmila Kamenova, Stony Brook University
On Kobayashi's conjectures and Kobayashi quotients
Fine Hall 214 /
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The Kobayashi pseudometric $d_M$ on a complex manifold $M$ is the maximal pseudometric such that any holomorphic map from the Poincare disk to $M$ is… See Full Abstract