- J. Eur. Math. Soc. *, 115 c European Mathematical Society 200* Pertti Mattila Joan Verdera
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- Capacities associated with scalar signed Riesz kernels, and analytic capacity
- MATHEMATIQUES Ensembles effacables, ensembles invisibles et
- ARTICLE IN PRESS MATPUR:2324 Please cite this article in press as: J. Mateu et al., Extra cancellation of even CaldernZygmund operators and quasiconformal mappings, J.
- MAY THE CAUCHY TRANSFORM OF A NON-TRIVIAL FINITE MEASURE VANISH ON THE SUPPORT OF THE MEASURE ?
- L 2 BOUNDEDNESS OF THE CAUCHY INTEGRAL AND MENGER CURVATURE
- Extra cancellation of even CalderonZygmund operators and
- Duality in spaces of finite linear combinations of atoms
- Capacities associated with scalar signed Riesz kernels, and analytic capacity
- On the T(1)-Theorem for the Cauchy Integral Joan Verdera
- Estimates for the maximal singular integral in terms of the singular integral
- Choquet integrals, Hausdor# content and the HardyLittlewood maximal operator
- A NEW ELEMENTARY PROOF OF L 2 ESTIMATES FOR THE CAUCHY INTEGRAL ON LIPSCHITZ GRAPHS
- Publ. Mat. (2002), 275292 Proceedings of the 6th
- and weak L1 estimates for the
- On the T(1)-Theorem for the Cauchy Integral Joan Verdera
- Butllet de la Societat Catalana de Matemtiques Vol. 18, nm. 2, 2003. Pg. 73104
- Analytic Capacity, Bilipschitz Maps and Cantor Sets John Garnett and Joan Verdera
- Choquet integrals, Hausdorff content and the Hardy-Littlewood maximal operator
- New estimates for the maximal singular Joan Mateu, Joan Orobitg, Carlos Perez and Joan Verdera
- ANALYTIC CAPACITY AND THE CAUCHY SINGULAR INTEGRAL
- BOUNDEDNESS OF THE CAUCHY INTEGRAL AND MENGER CURVATURE
- A NEW ELEMENTARY PROOF OF L2 FOR THE CAUCHY INTEGRAL ON LIPSCHITZ GRAPHS
- Estimates for the maximal singular integral in terms of the singular integral
