As the bulk weight concentrates at the boundary, weighted (p,q)-Neumann eigenvalues converge to weighted (p,q)-Steklov eigenvalues with quantitative estimates on admissible domains.
i, Siberian Advances in Mathematics14(2004), no
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Weighted Neumann-to-Steklov limits for nonlinear eigenvalues and trace constants
As the bulk weight concentrates at the boundary, weighted (p,q)-Neumann eigenvalues converge to weighted (p,q)-Steklov eigenvalues with quantitative estimates on admissible domains.