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Form preserving diffeomorphisms on open manifolds
Authors:Jürgen Eichhorn  Rudolf Schmid
Institution:(1) Fachbereich Mathematik, University of Greifswald, Jahnstrasse 15a, 17487 Greifswald, Germany;(2) Department of Mathematics, Emory University, 30322 Atlanta, Georgia, USA
Abstract:We prove that on open manifolds of bounded geometry satisfying a certain spectral condition the component of the identity D infw,0 supr of form preserving diffeomorphisms is a submanifold of the identity component of all bounded Sobolev diffeomorphisms. D infw,0 supr inherits a natural Riemannian geometry and we can solve Euler equations in this context.Research supported by NSF grant # DMS-9303215 and Emory-Greifswald Exchange Program
Keywords:Diffeomorphism groups  open manifolds  Euler equations
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