Tuesday April 21 at 2 pm in room 614.<\/p>\n
Speaker: Daoud Bshouty (Technion)<\/p>\n
Title: Univalent Harmonic Mappings onto Polygons.<\/p>\n
Abstract: A sense preserving harmonic mapping as opposed to analytic mapping is a function f=u+iv\u00a0 from a domain in the complex plane to the complex plane where u and v are real harmonic function with positive Jacobian but otherwise unrelated. Jenkins and Serrin characterized all polygons on which there exists a nonparametric minimal surface above them with boundary values plus or minus infinity. We show that on every polygon there exist infinitely many parametric\u00a0 minimal surfaces.<\/p>\n","protected":false},"excerpt":{"rendered":"
Tuesday April 21 at 2 pm in room 614. Speaker: Daoud Bshouty (Technion) Title: Univalent Harmonic Mappings onto Polygons. Abstract: A sense preserving harmonic mapping as opposed to analytic mapping is a function f=u+iv\u00a0 from a domain in the complex…
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