59 citations · 250 across the 43 of their papers we have counts for
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Stability analysis of inverse problems for coupled magnetic Schrödinger equations
Mohamed Hamrouni, Moez Khenissi, Éric Soccorsi
We consider the inverse coefficient problem of simultaneously determining the space dependent electromagnetic potential, the zero-th order coupling term and the first order couplin…
Inverse Coefficient Problem for One-Dimensional Subdiffusion with Data on Disjoint Sets in Time
Siyu Cen, Bangti Jin, Yavar Kian +3
In this work we investigate an inverse coefficient problem for the one-dimensional subdiffusion model, which involves a Caputo fractional derivative in time. The inverse problem is…
On time-fractional partial differential equations of time-dependent piecewise constant order
Yavar Kian, Marián Slodička, Éric Soccorsi +1
This contribution considers the time-fractional subdiffusion with a time-dependent variable-order fractional operator of order . It is assumed that is a piecewise cons…
Asymptotic analysis of time-fractional quantum diffusion
Peter D. Hislop, Eric Soccorsi
We study the large-time asymptotics of the mean-square displacement for the time-fractional Schrodinger equation in . We define the time-fractional derivative by the…
Edge currents for the time-fractional, half-plane, Schrodinger equation with constant magnetic field
Peter D. Hislop, Eric Soccorsi
We study the large-time asymptotics of the edge current for a family of time-fractional Schrodinger equations with a constant, transverse magnetic field on a half-plane $(x,y) \in…