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Differential Inclusions for Gradient and Symmetrized Gradient Operators
In this article, we study the necessary and sufficient conditions for the existence of solutions in $W_0^{1,\infty}(Ω;\mathbb R^n)$ in the minimal dimension of $\textrm{span }E$ for the following problem: \begin{equation*} P(D)u\in E \textrm{ a.e. in }Ω, \end{equation*} where $P(D)= D$ or $D+D^{\top
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