• Publications
  • Influence
The spherical maximal operator on radial functions
Abstract We use simple one-dimensional operators to bound pointwise the spherical maximal operator acting on radial functions. With this bounds we obtain weighted inequalities, which are sharp forExpand
  • 6
  • 2
Mixed Norm Inequalities for Directional Operators Associated to Potentials
We study mixed norm inequalities for directional operators which appear applying the method of rotations to homogeneous operators with variable kernel and with the homogeneity of Riesz potentials.Expand
  • 14
  • 2
k-plane transforms and related operators on radial functions
We prove sharp mixed norm inequalities for the k-plane transform when acting on radial functions and for potential-like operators supported in k-planes. We also study the Hardy-Littlewood maximalExpand
  • 12
  • 1
  • PDF
INTERDISCIPLINARY TRAINING ASSESSMENT OF COMMUNICATION SKILLS FOR STUDENTS WITH BASQUE AS INSTRUCTION LANGUAGE IN THE FACULTY OF SCIENCE AND TECHNOLOGY AT UPV/EHU UNIVERSITY
One of the main goals of university education is to provide the students with the specialized communication patterns shared by experts in a disciplinary field, i.e. specialized text genres andExpand
  • 1
  • PDF
MIXED NORM ESTIMATES FOR POTENTIAL OPERATORS RELATED TO THE RADON TRANSFORM
(November 14, 2007)AbstractWe de ne potential operators on hyperplanes and give sharp mixed norm inequalities forthem. One of the operators coincides with the Radon transform for which mixedExpand
  • 1