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by Emmanuel J. C, David L. Donoho, Curve In R
http://www-stat.stanford.edu/~emmanuel/papers/Curves_and_Curvelets.ps.gz
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Abstract:

with normal ~n(t). The curve C generates a distribution which acts on vector elds ~v(x1; x2) : R 2

Citations

145 Ondelettes et Opérateurs – Meyer - 1990
79 Littlewood-Paley theory and the study of function spaces – Frazier, Jawerth, et al. - 1991
75 Singular integrals and dierentiability properties of functions – Stein - 1970
63 Complex Analysis – Ahlfors - 1979
58 A discrete transform and decompositions of distribution spaces – Frazier, Jawerth - 1990
53 Decomposition of Besov spaces – Frazier, Jawerth - 1985
41 Ridgelets: Theory and Applications – Candés - 1998
41 Ondelettes et bases Hilbertiennes – Lemarie, Meyer - 1986
37 Orthonormal ridgelets and linear singularities – Donoho - 2000
25 Ridgelets: The key to high dimensional intermittency – Candès, Donoho - 1999
20 Harmonic analysis of neural networks – Candès - 1999
19 Recovering edges in ill-posed inverse problems: Optimality of curvelet frames – Candes, Donoho - 2002
6 Ondelettes et Operateurs: III. Operateurs multilin eaires – Meyer, Coifman - 1991
4 Monoscale Ridgelets for Image Compression and Denoising – Candes - 1999
3 Curvelets: a surpisingly eective nonadaptive representation of objects with edges – Candes, Donoho - 2000
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