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In a bounded open set of R n we consider the Dirichlet problem for nonlinear2m-order equations in divergence form with L 1 -right-hand sides. It is supposed that 2 6m 0 with respect to the derivatives of orderm of unknown function. We establish that under the condition p 6 2 -m/n for some L 1 -data the corresponding Dirichlet problem does not have W-solutions. RESUMEN

On a Condition for the Nonexistence of W-Solutions of Nonlinear High-Order Equations with L¹ -Data