2 citations · 2 across the 3 of their papers we have counts for
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Boundary value problems for elliptic operators satisfying Carleson condition
Martin Dindoš, Jill Pipher
In this paper we present in concise form recent results, with illustrative proofs, on solvability of the Dirichlet, Regularity and Neumann problems for scalar elliptic equati…
The Dirichlet and Regularity problems for second order Elliptic Systems with application to the Lamé system
Martin Dindoš
In the paper arXiv:1708.02289 we have introduced new solvability methods for strongly elliptic second order systems in divergence form on a domains above a Lipschitz graph, satisfy…
Boundary value problems for second order elliptic operators with complex coefficients
Martin Dindoš, Jill Pipher
The theory of second order complex coefficient operators of the form $\mathcal{L}=\mbox{div} A(x)\nabla$ has recently been developed under the assumption of -ellipticity. In par…
Parabolic Dirichlet Boundary Value Problem and VMO-type time-varying domains
Martin Dindoš, Luke Dyer, Sukjung Hwang
We prove the solvability of the parabolic Dirichlet boundary value problem for for a PDE of the form $u_t = \mbox{div} (A \nabla u) + B \cdot \nabla u$ on…