Smoothing Properties of the Friedrichs Operator on L^p spaces
classification
🧮 math.CV
keywords
friedrichsoperatoromegapropertiessmoothingboundeddomainexhibits
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We show that the Friedrichs operator exhibits smoothing properties in the $L^p$ scale. In particular we prove that on any smoothly bounded pseudoconvex domain the Friedrichs operator maps $A^2(\Omega)$ to $A^p(\Omega)$ for some $p>2$.
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