Mirela Kohr

collaborators

Showing math.APShow all

2 papers · 1 filter

math.AP2023

Layer potentials and essentially translation invariant pseudodifferential operators on manifolds with cylindrical ends

Mirela Kohr, Victor Nistor, Wolfgang L. Wendland

Motivated by the study of layer potentials on manifolds with straight conical or cylindrical ends, we introduce and study two classes (or calculi) of pseudodifferential operators d…

math.AP2023

The $L^{2}$ -unique continuation property on manifolds with bounded geometry and the deformation operator

Nadine Große, Mirela Kohr, Victor Nistor

A differential operator $T$ satisfies the $L^{2}$ -unique continuation property if every $L^{2}$ -solution of $T$ that vanishes on an open subset vanishes identically. We study the $L^{2}$ …

Layer potentials and essentially translation invariant pseudodifferential operators on manifolds with cylindrical ends

The L2-unique continuation property on manifolds with bounded geometry and the deformation operator

The $L^{2}$ -unique continuation property on manifolds with bounded geometry and the deformation operator