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A limit case in non-isotropic two-phase minimization problems driven by p-Laplacians

机译:p-Laplacians驱动的非各向同性两相最小化问题的极限情况

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摘要

In this work we study a minimization problem with two-phases where in each phase region the problem is ruled by a quasi-linear elliptic operator of p-Laplacian type. The problem in its variational form is as follows:
机译:在这项工作中,我们研究了两相最小化问题,其中在每个相区域中,该问题均由p-Laplacian类型的拟线性椭圆算子决定。变体形式的问题如下:

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