×

Harmonic analysis at Mount Holyoke. Proceedings of an AMS-IMS-SIAM joint summer research conference, Mount Holyoke College, South Hadley, MA, USA, June 25–July 5, 2001. (English) Zbl 1013.00026

Contemporary Mathematics. 320. Providence, RI: American Mathematical Society (AMS). v, 465 p. (2003).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Alfonseca, Angeles; Soria, Fernando; Vargas, Ana, An almost-orthogonality principle in \(L^2\) for directional maximal functions, 1-7 [Zbl 1056.42012]
Bak, Jong-Guk; Oberlin, Daniel M., A note on Fourier restriction for curves in \(\mathbb{R}^3\), 9-13 [Zbl 1050.42008]
Balogh, Zoltán M.; Tyson, Jeremy T., Potential theory in Carnot groups, 15-27 [Zbl 1043.22004]
Bownik, Marcin, Quasi-affine systems and the Calderón condition, 29-43 [Zbl 1047.42024]
Capogna, Luca; Han, Qing, Pointwise Schauder estimates for second order linear equations in Carnot groups, 45-69 [Zbl 1330.35056]
Carbery, Anthony, A remark on an inequality of Katz and Tao, 71-75 [Zbl 1058.42010]
Christ, Michael, Slow off-diagonal decay for Szegö kernels associated to smooth Hermitian line bundles, 77-89 [Zbl 1043.32023]
Comech, Andrew, Type conditions and \(L^p\)-\(L^p\), \(L^p\)-\(L^{p'}\) regularity of Fourier integral operators, 91-109 [Zbl 1055.35155]
Cowling, Michael; Reimann, Hans Martin, Quasiconformal mappings on Carnot groups: Three examples, 111-118 [Zbl 1052.30023]
David, Guy, Limits of Almgren quasiminimal sets, 119-145 [Zbl 1090.49025]
Furioli, Giulia; Planchon, Fabrice; Terraneo, Elide, Unconditional well-posedness for semilinear Schrödinger and wave equations in \(H^s\), 147-156 [Zbl 1046.35108]
Gigante, Giacomo; Soria, Fernando, A note on oscillatory integrals and Bessel functions, 157-172 [Zbl 1053.42017]
Grafakos, Loukas; Li, Xiaochun, The bilinear multiplier problem for the disc, 173-193 [Zbl 1053.42018]
Hagelstein, Paul Alton, Long thoughts on a conjecture of Fava, Gatto, and Gutiérrez, 195-203 [Zbl 1056.42014]
Iosevich, Alexander; Sawyer, Eric, Three problems motivated by the average decay of the Fourier transform, 205-215 [Zbl 1038.42020]
Katz, Nets Hawk, A partial result on Lipschitz differentiation, 217-224 [Zbl 1054.42016]
Koldobsky, Alexander, Sections of star bodies and the Fourier transform, 225-247 [Zbl 1055.52003]
Kovrizhkin, Oleg, The uncertainty principle for relatively dense sets and lacunary spectra, 249-257 [Zbl 1067.42004]
Mateu, Joan; Tolsa, Xavier; Verdera, Joan, On the semiadditivity of analytic capacity and planar Cantor sets, 259-278 [Zbl 1053.30013]
Mazzucato, Anna L., Decomposition of Besov-Morrey spaces, 279-294 [Zbl 1051.42014]
Nahmod, Andrea R., On Schrödinger and wave maps, 295-322 [Zbl 1065.35105]
Pérez, Carlos; Torres, Rodolfo H., Sharp maximal function estimates for multilinear singular integrals, 323-331 [Zbl 1045.42011]
Pinsky, Mark A., Fejér asymptotics and the Hilbert transform, 333-340 [Zbl 1043.41015]
Seeger, Andreas; Tao, Terence; Wright, James, Pointwise convergence of lacunary spherical means, 341-351 [Zbl 1051.42013]
Sogge, Christopher D., Global existence for nonlinear wave equations with multiple speeds, 353-366 [Zbl 1052.35133]
Staffilani, G., KdV and almost conservation laws, 367-381 [Zbl 1046.35100]
Tataru, Daniel, Null form estimates for second order hyperbolic operators with rough coefficients, 383-409 [Zbl 1052.35134]
Taylor, Michael E., Multi-dimensional Fejér kernel asymptotics, 411-434 [Zbl 1053.42016]
Toth, John A.; Zelditch, Steve, Norms of modes and quasi-modes revisited, 435-458 [Zbl 1044.58038]
Trebels, W.; Westphal, U., \(K\)-functionals on \(L^1 (\mathbb{R}^n)\) related to the Laplacian, 459-465 [Zbl 1045.41012]

MSC:

00B25 Proceedings of conferences of miscellaneous specific interest
42-06 Proceedings, conferences, collections, etc. pertaining to harmonic analysis on Euclidean spaces
35-06 Proceedings, conferences, collections, etc. pertaining to partial differential equations
32-06 Proceedings, conferences, collections, etc. pertaining to several complex variables and analytic spaces
Full Text: DOI