Solutions, scaled energies, and first eigenvalues of the Finsler p-Laplacian on long cylinders converge to their cross-sectional limits with explicit rates: polynomial in general, exponential for a structured subclass, and sharp 1/ell^p for the eigenvalue in another subclass.
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Finsler $p$-Laplacian in domains becoming unbounded
Solutions, scaled energies, and first eigenvalues of the Finsler p-Laplacian on long cylinders converge to their cross-sectional limits with explicit rates: polynomial in general, exponential for a structured subclass, and sharp 1/ell^p for the eigenvalue in another subclass.