Please use this identifier to cite or link to this item: http://repositorioinstitucional.uson.mx/handle/unison/846
Title: The A∞ property of elliptic measures for operators with coefficients supported in Whitney-type cubes
Authors: NAVARRO BURRUEL, MARYSOL
RIVERA NORIEGA, JORGE; 122453
Issue Date: Jul-2014
Publisher: NAVARRO BURRUEL, MARYSOL
Abstract: The aim of this dissertation is to present an example about the A00 property of el­ lipt ic measure (with respect to surface measure) associated to second order divergence form operators with bounded measurable coefficients, when the discrepancy between the main coefficients of the operators is supported on Whitney type rectangles of the unit ball of IRn. In particular the discrepancy between the coefficients does not satisfy a Carleson measure condition, nor the coefficients of the operators involved are radi­ ally independent, as in former well known papers [8, 17, 18, 2]. As an application of the perturbation results, we provide a class of operators with coefficients supported on Whitney type rectangles, for which the A00 property holds.
Description: Tesis de doctorado en ciencias matemáticas
URI: http://www.repositorioinstitucional.uson.mx/handle/unison/846
ISBN: 1404071
Appears in Collections:Tesis de Posgrado

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