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| title = An <math> L^{q,r} </math> theory for nonlinear Schrödinger equations | journal = Spectral and scattering theory and applications

...Klein-Gordon-Schrödinger equations, in Spectral and Scattering theory and Applications

...ww.research.att.com/~agilbert/papers.html Harmonic analysis, wavelets, and applications] (Daubechies/Gilbert) * [http://www.math.ias.edu/~dfoschi/nlwe.html Lectures in Harmonic Analysis and Nonlinear Wave Equations] (Foschi/Klainerman)

...http://www.crm.cat/harmonicpde/ Harmonic Analysis and PDE: Fluid Mechanics and Kato's Problem] ...ac.uk/~wright/Ionescu/ LMS Invited Series: Black holes in vacuum: examples and uniqueness properties, Main Speaker Alexandru Ionescu (Madison, WI)]

The naming system for these articles was somewhat implicit and ''ad hoc''; we are currently forming [[Help:Bibliographic naming convention M. Ablowitz, D. Kaup, A. Newell, H. Segur, ''The inverse scattering transform-Fourier analysis for nonlinear problems'', Studies in Appl. Math.