Regularity and Neumann problems for operators with real coefficients satisfying Carleson condition

Autor: Martin Dindoš, Steve Hofmann, Jill Pipher

Publikováno v: Dindos, M, Hofmann, S & Pipher, J 2023, ' Regularity and Neumann Problems for Operators with Real Coefficients Satisfying Carleson Conditions ', Journal of functional analysis, vol. 285, no. 6, 110024 . https://doi.org/10.1016/j.jfa.2023.110024

In this paper, we continue the study of a class of second order elliptic operators of the form $\mathcal L=\mbox{div}(A\nabla\cdot)$ in a domain above a Lipschitz graph in $\mathbb R^n,$ where the coefficients of the matrix $A$ satisfy a Carleson mea

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http://arxiv.org/abs/2207.10366