Published Paper
Inserted: 5 oct 2011
Last Updated: 5 may 2012
Journal: J. Funct. Anal.
Volume: 262
Pages: 4972–4985.
Year: 2012
Abstract:
We establish a Hardy inequality for Laplace operators with Robin boundary conditions. For convex domains, in particular, we show explicitly how the corresponding Hardy weight depends on the coefficient of the Robin boundary conditions. We also study several extensions to non-convex and unbounded domains.
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