Moritz Doll

activity

20172026

most citedRefined Weyl law for homogeneous perturbations of the harmonic oscillator

9 citations · 11 across the 7 of their papers we have counts for

collaborators

Showing math.APShow all

5 papers · 1 filter

math.AP2019★ 2 cited

A Partial Data Problem in Linear Elasticity

Moritz Doll, André Froehly, René Schulz

We discuss the determination of the Lamé parameters of an elastic material by the means of boundary measurements. We will combine previous results of Eskin-Ralston and Isakov to pr…

math.AP2018

Schrödinger Trace Invariants for Homogeneous Perturbations of the Harmonic Oscillator

Moritz Doll, Steve Zelditch

Let $H = H_{0} + P$ denote the harmonic oscillator on $R^{d}$ perturbed by an isotropic pseudodifferential operator $P$ of order $1$ and let $U(t) = \operatorname{exp}(- it H)…

math.AP2018

Lagrangian distributions on asymptotically Euclidean manifolds

Sandro Coriasco, Moritz Doll, René M. Schulz

We develop the notion of Lagrangian distribution on scattering manifolds, meaning on the compactified cotangent bundle, which is a manifold with corners equipped with a scattering…

math.AP2017

Recurrence of singularities for second order isotropic pseudodifferential operators

Moritz Doll

Let $H$ be a self-adjoint isotropic elliptic pseudodifferential operator of order $2$ . Denote by $u (t)$ the solution of the Schrödinger equation $(i \partial_{t} - H) u = 0$ with initi…

math.AP2017★ 9 cited

Refined Weyl law for homogeneous perturbations of the harmonic oscillator

Moritz Doll, Oran Gannot, Jared Wunsch

Let $H$ denote the harmonic oscillator Hamiltonian on $R^{d},$ perturbed by an isotropic pseudodifferential operator of order $1.$ We consider the Schrödinger propagator $U(…