Bernd Kawohl

most citedThe elastica problem under area constraint

1 citations · 1 across the 3 of their papers we have counts for

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math.AP2023

On the uniqueness of eigenfunctions for the vectorial $p$ -Laplacian

Ryan Hynd, Bernd Kawohl, Peter Lindqvist

We study a non-linear eigenvalue problem for vector-valued eigenfunctions and give a succinct uniqueness proof for minimizers of the associated Rayleigh quotient.

math.AP2014

The Neumann eigenvalue problem for the $\infty$ -Laplacian

L. Esposito, B. Kawohl, C. Nitsch +1

The first nontrivial eigenfunction of the Neumann eigenvalue problem for the $p$ -Laplacian, suitable normalized, converges as $p$ goes to $\infty$ to a viscosity solution of an eig…

On the uniqueness of eigenfunctions for the vectorial p-Laplacian

The Neumann eigenvalue problem for the ∞-Laplacian

On the uniqueness of eigenfunctions for the vectorial $p$ -Laplacian

The Neumann eigenvalue problem for the $\infty$ -Laplacian