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20032005
most citedStable manifolds for an orbitally unstable NLS

42 citations · 92 across the 11 of their papers we have counts for

collaborators

11 papers

math.AP20057 cited

On the focusing critical semi-linear wave equation

Joachim Krieger, Wilhelm Schlag

The focusing critical wave equation in three dimensions exhibits a special class of static solutions which are linearly unstable. These solutions decay like an inverse first power.…

math.AP20058 cited

Spectral Theory and Nonlinear PDE: a Survey

Wilhelm Schlag

This is a slightly modified version of the survey article. Minor changes to the text and the references have been made.

math.CA20053 cited

A remark on Littlewood-Paley theory for the distorted Fourier transform

Wilhelm Schlag

We show that the usual Mikhlin multiplier theorem relative to the distorted Fourier transform holds in the range (3/2,3) at least for radial functions and potentials. The restricte…

math.AP20054 cited

Non-generic blow-up solutions for the critical focusing NLS in 1-d

Joachim Krieger, Wilhelm Schlag

This paper addresses the existence of codimension one stable manifolds for the pseudo-conformal blow-up solution for critical one-dimensional NLS. By the work of Perelman and Merle…

math.AP20055 cited

Dispersive estimates for Schroedinger operators in the presence of a resonance and/or an eigenvalue at zero energy in dimension three: II

Mehmet Burak Erdogan, Wilhelm Schlag

We consider non-selfadjoint operators of the kind arising in linearized NLS and prove dispersive bounds for the time-evolution without assuming that the edges of the essential spec…

math.AP20056 cited

Dispersive estimates for Schroedinger operators: A survey

Wilhelm Schlag

We present some old and new results on dispersive estimates for Schroedinger equations.