42 citations · 107 across the 20 of their papers we have counts for
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math.AP2006
Strichartz and Smoothing Estimates for Schroedinger Operators with Large Magnetic Potentials in R^3
M. Burak Erdogan, Michael Goldberg, Wilhelm Schlag
We show that the time evolution of the operator in R^3 satisfies Strichartz and smoothing estimates under suitable smoothness and d…
math.AP2006★ 3 cited
Decay estimates for the Schroedinger evolution on asymptotically conic surfaces of revolution I
Wilhelm Schlag, Avy Soffer, Wolfgang Staubach
We establish a dispersive estimate (with a decay of 1/t), valid for all times, for the Schroedinger evolution on a non-compact 2-dimensional manifold with a trapped geodesic.
math.DS2006
On non-perturbative Anderson localization for C^αpotentials generated by shifts and skew-shifts
Jackson Chan, Michael Goldstein, Wilhelm Schlag
In this paper we address the question of proving Anderson localization (AL) for the operator [H(x,ω)ψ](n) := - \vp(n+1) - \vp(n-1) + V\bigl(T^n_ωx\bigr)ψ(n), n\in\mathbb Z where T:…