6 citations · 11 across the 19 of their papers we have counts for
17 papers · 1 filter
Subelliptic estimates for the -problem on complex algebraic surfaces with isolated singularities
Dariush Ehsani
We obtain subelliptic estimates for the -problem on complex algebraic surfaces embedded in with isolated singularities. Sobolev norms of a form…
Weighted estimates for the -Neumann problem on intersections of strictly pseudoconvex domains in
Dariush Ehsani
We obtain weighted estimates for the -Neumann operator on intersections of two smooth strictly pseudoconvex domains in . The regularity estimates are…
Dirichlet to Neumann operators and the -Neumann problem
Dariush Ehsani
We study the Dirichlet to Neumann operator of the -Neumann problem, and the relation between the -Neumann boundary conditions and the Diri…
Boundary value problems of elliptic operators and reduction to the boundary techniques
Dariush Ehsani
We study properties of pseudodifferential operators which arise in their use in boundary value problems. Smooth domains as well as intersections of smooth domains are considered.
Exact regularity of on pseudoconvex domains in
Dariush Ehsani
We show there is a solution operator to which is bounded as a map $W^{s}_{(0,1)}(Ω)\cap\mbox{ker }\bar{\partial}\rightarrow W^{s}(Ω)$ for all .
Regularity of projection operators attached to worm domains
David Barrett, Dariush Ehsani, Marco Peloso
We construct a projection operator on an unbounded worm domain which maps subspaces of to themselves. The subspaces are determined by a Fourier decomposition of accordi…