Optimal Leray-Trudinger type exponential integrability holds in log-weighted Sobolev spaces for general functions, with sharp radial versions that differ from earlier radial-only results.
Moser,A sharp form of an inequality by N
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Leray-Trudinger Type Exponential Integrability in Log-Weighted Sobolev Spaces
Optimal Leray-Trudinger type exponential integrability holds in log-weighted Sobolev spaces for general functions, with sharp radial versions that differ from earlier radial-only results.