M
+34 946 567 842
F
+34 946 567 842
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mfraccaroli@bcamath.org
Information of interest
My research interests lie in harmonic analysis, as well as its connections to other areas of mathematics. During my Ph.D. studies I developed the duality theory for the Lp spaces on sets endowed with an outer measure. More recently I have been working in the area of time-frequency analysis, studying certain multilinear multipliers satisfying translation, modulation, and dilation invariances. I am also interested in questions about uniform Fourier restriction.
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Uniform maximal Fourier restriction for convex curves
Fraccaroli, M.
(2024)
We extend the estimates for maximal Fourier restriction operators proved by M\"{u}ller, Ricci, and Wright in \cite{MR3960255} and Ramos in \cite{MR4055940} to the case of arbitrary convex curves in the plane, with constants ...