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• W1574665626 abstract "Conformal invariance plays a significant role in many areas of Physics, such as conformal field theory, renormalization theory, turbulence, general relativity. Naturally, it also plays an important role in geometry: theory of Riemannian surfaces, Weyl tensors, $Q$-curvature, Yang-Mills fields, etc... We shall be concerned with the study of conformal invariance in analysis. More precisely, we will focus on the study of nonlinear PDEs arising from conformally invariant two dimensional variational problems (e.g. harmonic maps, prescribed mean curvature surfaces, Willmore and Constrained conformal surfaces, isothermic surfaces). The present manuscript are lecture notes of courses given by the author at several places including UBC Vancouver, SNS Pisa, IHP Paris, ICTP Trieste." @default.
• W1574665626 created "2016-06-24" @default.
• W1574665626 creator A5030592089 @default.
• W1574665626 date "2012-06-11" @default.
• W1574665626 modified "2023-09-27" @default.
• W1574665626 title "Conformally Invariant Variational Problems" @default.
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