Please use this identifier to cite or link to this item: doi:10.22028/D291-26513
 Title: A note on splitting-type variational problems with subquadratic growth Authors: Breit, Dominic Language: English Issue Date: 2009 DDC groups: 510 Mathematics Publikation type: Preprint Abstract: We consider variational problems of splitting-type, i.e. we want to minimize \int_{\Omega}\left[f(\tilde{\nabla}w)+g(\partial_{n}w)\right]dx where \tilde{\nabla}=(\partial_{1},...,\partial_{n-1}). Thereby f and g are two C^{2}-functions which satisfy power growth conditions with exponents 1

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