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Rev. Mat. Iberoamericana
Tome 25 (2009)
no. 1
Sommaire
The Nullstellensatz for real coherent analytic surfaces
Text on Project Euclid
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p. 781-798
Project Euclid
Universal Taylor series with maximal cluster sets
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p. 757-780
Project Euclid
One-relator groups and proper $3$-realizability
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p. 739-756
Project Euclid
$p$-Capacity and $p$-Hyperbolicity of Submanifolds
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p. 709-738
Project Euclid
Small solutions to semi-linear wave equations with radial data of critical regularity
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p. 693-708
Project Euclid
A variant of compressed sensing
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p. 669-692
Project Euclid
$h^1$, bmo, blo and Littlewood-Paley $g$-functions with non-doubling measures
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p. 595-667
Project Euclid
The sharp $A_p$ constant for weights in a reverse-Hölder class
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p. 559-594
Project Euclid
Adams inequality on metric measure spaces
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p. 533-558
Project Euclid
Bi-Lipschitz decomposition of Lipschitz functions into a metric space
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p. 521-531
Project Euclid
Triple Hilbert transforms along polynomial surfaces in $\mathbb{R}^4$
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p. 471-519
Project Euclid
Cyclic Blaschke products for composition operators
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p. 447-470
Project Euclid
An example related to Whitney extension with almost minimal $C^m$ norm
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p. 423-446
Project Euclid
Sharp linear and bilinear restriction estimates for paraboloids in the cylindrically symmetric case
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p. 1127-1168
Project Euclid
Random fractals and tree-indexed Markov chains
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p. 1089-1126
Project Euclid
Uniform estimates for paraproducts and related multilinear multipliers
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p. 1055-1088
Project Euclid
Algorithmic equiresolution of deformations of embedded varieties
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p. 995-1054
Project Euclid
A signed measure on rough paths associated to a PDE of high order: results and conjectures
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p. 971-994
Project Euclid
Asymptotic stability of solitons for the Benjamin-Ono equation
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p. 909-970
Project Euclid
Gradings on the Albert algebra and on $\mathfrak{f}_4$
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p. 841-908
Project Euclid
Haar multipliers meet Bellman functions
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p. 799-840
Project Euclid
The $C^m$ Norm of a Function with Prescribed Jets II
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p. 275-421
Project Euclid
Fitting a $C^m$-Smooth Function to Data II
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p. 49-273
Project Euclid
Extension of $C^{m, \omega}$-Smooth Functions by Linear Operators
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p. 1-48
Project Euclid