A uniform estimate for Fourier restriction to simple curves

Daniel M. Oberlin

Type: Article

Publication Date: 2009-08-04

Citations: 0

DOI: https://doi.org/10.1090/s0002-9939-09-10047-3

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Locations

Proceedings of the American Mathematical Society - View
arXiv (Cornell University) - View - PDF

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Action	Title	Year	Authors
+ PDF Chat	Some convolution inequalities and their applications	2001	Daniel M. Oberlin
+ PDF Chat	Fourier restriction for affine arclength measures in the plane	2001	Daniel M. Oberlin
+ PDF Chat	Restriction of Fourier transforms to curves and related oscillatory integrals	2009	Jong-Guk Bak Daniel M. Oberlin Andreas Seeger
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+ PDF Chat	RESTRICTION OF FOURIER TRANSFORMS TO CURVES II: SOME CLASSES WITH VANISHING TORSION	2008	Jong-Guk Bak Daniel M. Oberlin Andreas Seeger
+ PDF Chat	Fourier restriction to polynomial curves I: a geometric inequality	2010	Spyridon Dendrinos James Wright
+	Fourier restriction theorems for degenerate curves	1987	S.W. Drury Bernard Marshall
+	Fourier restriction theorems for curves with affine and Euclidean arclengths	1985	S.W. Drury Bernard Marshall
+ PDF Chat	On the Restriction of The Fourier Transform to Curves: Endpoint Results and The Degenerate Case	1985	Michael Christ
+ PDF Chat	Fourier multipliers and estimates of the Fourier transform of measures carried by smooth curves in R²	1974	Per Sjölin