Demonstrates H^2 regularity of Steklov eigenfunctions in convex domains, indicating a novel analysis approach.
We prove that the Steklov eigenfunctions on convex domains of Rⁿ R n are H² H 2 regular by adapting a classical argument combined with the Rellich-Pohozaev identity.
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Lamberti et al. (2026) studied this question.
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