13 citations · 35 across the 14 of their papers we have counts for
15 papers
The Neumann problem for parabolic operators with coefficients satisfying small Carleson condition
Martin Dindoš, Linhan Li, Jill Pipher
In this paper, we resolve the question of whether the Neumann problem for the parabolic PDE on a Lipschitz cylinder $\mathcal O\times\mat…
Extrapolation of solvability of the parabolic Neumann problem on bounded Lipschitz cylinders
Martin Dindoš, YingYi Liu
A recent result of the first author with Li and Pipher has established the extrapolation of solvability of the parabolic Neumann problem on unbounded graph domains of the for…
On the regularity problem for parabolic operators and the role of half-time derivative
Martin Dindoš
In this paper we present the following result on regularity of solutions of the second order parabolic equation $\partial_t u - \mbox{div} (A \nabla u)+B\cdot \nabla u=0$ on cylind…
Perturbation Theory for Second Order Elliptic Operators with BMO Antisymmetric Part
Martin Dindoš, Erika Nyström, Martin Ulmer
In the present paper we study perturbation theory for the Dirichlet problem on bounded chord arc domains for elliptic operators in divergence form with potentially unbounded…
Regularity and Neumann problems for operators with real coefficients satisfying Carleson condition
Martin Dindoš, Steve Hofmann, Jill Pipher
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…
The -ellipticity condition for second order elliptic systems and applications to the Lamé and homogenisation problems
Martin Dindoš, Jungang Li, Jill Pipher
The notion of -ellipticity has recently played a significant role in improving our understanding of issues of solvability of boundary value problems for scalar complex valued el…