JournalsrmiVol. 30, No. 3Volume 30, No. 3 (2014) Revista Matemática Iberoamericanapp. 751–798Existence locale et effet régularisant précisés pour des équations non linéaires de type SchrödingerPierre-Yves Bienaimépp. 799–874Uniformizing complex ODEs and applicationsJulio C. RebeloHelena Reispp. 875–892The Brenner–Hochster–Kollár and Whitney problems for vector-valued functions and jetsCharles FeffermanGarving K. Lulipp. 893–960Geometry and quasisymmetric parametrization of Semmes spacesPekka PankkaJang-Mei Wupp. 961–978A weak type bound for a singular integralAndreas Seegerpp. 979–1014A variation norm Carleson theorem for vector-valued Walsh–Fourier seriesTuomas HytönenMichael T. LaceyIoannis Parissispp. 1015–1036A Fourier restriction estimate for surfaces of positive curvature in R6Faruk Temurpp. 1037–1071Boundary values of harmonic gradients and differentiability of Zygmund and Weierstrass functionsJuan J. DonaireJosé G. LlorenteArtur Nicolaupp. 1073–1088On a characterization of distributive rings via saturations and its applications to Armendariz and Gaussian ringsRyszard MazurekMichał Ziembowskipp. 1089–1122Calderón commutators and the Cauchy integral on Lipschitz curves revisited II. The Cauchy integral and its generalizationsCamil Muscalu
pp. 751–798Existence locale et effet régularisant précisés pour des équations non linéaires de type SchrödingerPierre-Yves Bienaimé
pp. 875–892The Brenner–Hochster–Kollár and Whitney problems for vector-valued functions and jetsCharles FeffermanGarving K. Luli
pp. 979–1014A variation norm Carleson theorem for vector-valued Walsh–Fourier seriesTuomas HytönenMichael T. LaceyIoannis Parissis
pp. 1037–1071Boundary values of harmonic gradients and differentiability of Zygmund and Weierstrass functionsJuan J. DonaireJosé G. LlorenteArtur Nicolau
pp. 1073–1088On a characterization of distributive rings via saturations and its applications to Armendariz and Gaussian ringsRyszard MazurekMichał Ziembowski
pp. 1089–1122Calderón commutators and the Cauchy integral on Lipschitz curves revisited II. The Cauchy integral and its generalizationsCamil Muscalu
