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shupp_01

Oberseminar Differentialgeometrie: Volker Branding (Wien): Higher order generalizations of harmonic maps

Montag, 25.05.2020 16:15 im Raum Zoom
Mathematik und Informatik

Zoom-Meeting: https://wwu.zoom.us/j/97461739978 "The harmonic map equation is a second order semilinear elliptic PDE for maps between Riemannian manifolds for which many results on both existence and qualitative behaviour of its solutions have been obtained over the years. Recently, many researchers got attracted in higher order variants of harmonic maps. First, we will give an overview and present some recent results on biharmonic maps which constitute a fourth order generalization of harmonic maps. In the main part of the talk we will focus on a higher order generalization of harmonic maps initially proposed by Eells and Sampson in 1964 and present several recent results on the latter. This is joint work with Stefano Montaldo, Cezar Oniciuc and Andrea Ratto."



Angelegt am Freitag, 22.05.2020 09:49 von shupp_01
Geändert am Freitag, 22.05.2020 09:50 von shupp_01
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