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- W1480062053 abstract "Let u: R 2 ! R M denote a local minimizer of J(w) = R f(r k w) dx, where k 2 and r k w is the tensor of all k th order (weak) partial derivatives. Assuming rather general growth and ellipticity conditions for f , we prove that u actually belongs to the class C k; (; R M ) by the way extending the result of (BF2) to the higher order case by using dieren t methods. A major tool is a lemma on the higher integrability of functions established in (BFZ)." @default.
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- W1480062053 date "2005-01-01" @default.
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- W1480062053 title "Higher order variational problems on two-dimensional domains" @default.
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