activity
20002022
most citedAdiabatically switched-on electrical bias in continuous systems, and the Landauer-Buttiker formula

27 citations · 129 across the 19 of their papers we have counts for

collaborators

18 papers

math-ph2022

Effective Dynamics of Translationally Invariant Magnetic Schrödinger Equations in the High Field Limit

Gheorghe Nenciu, Evelyn Richman, Christof Sparber

We study the large field limit in Schrödinger equations with magnetic vector potentials describing translationally invariant -fields with respect to the -axis. In a first ste…

math-ph2020★ 1 cited

Essential self-adjointness of symmetric first-order differential systems and confinement of Dirac particles on bounded domains in

Gheorghe Nenciu, Irina Nenciu, Ryan Obermeyer

We prove essential self-adjointness of Dirac operators with Lorentz scalar potentials which grow sufficiently fast near the boundary of the spatial domain $Ω\subset\mat…

math-ph2018

On essential self-adjointness for first order differential operators on domains in

Gheorghe Nenciu, Irina Nenciu

We consider general symmetric systems of first order linear partial differential operators on domains , and we seek sufficient conditions on the coefficients…

math-ph2016★ 3 cited

On the adiabatic theorem when eigenvalues dive into the continuum

Horia D. Cornean, Arne Jensen, Hans Konrad Knörr +1

We consider a reduced two-channel model of an atom consisting of a quantum dot coupled to an open scattering channel described by a three-dimensional Laplacian. We are interested i…

math-ph2016

Drift-diffusion equations on domains in : essential self-adjointness and stochastic completeness

Gheorghe Nenciu, Irina Nenciu

We consider the problem of quantum and stochastic confinement for drift-diffusion equations on domains . We obtain various sufficient conditions on the behav…

math-ph2015★ 23 cited

On the construction of composite Wannier functions

Horia D. Cornean, Ira Herbst, Gheorghe Nenciu

We give a constructive proof for the existence of an -dimensional Bloch basis which is both smooth (real analytic) and periodic with respect to its -dimensional quasi-momenta…