Physics – Mathematical Physics
Scientific paper
2009-03-19
Physics
Mathematical Physics
12 pages
Scientific paper
We use a discrete multiscale analysis to study the asymptotic integrability
of differential-difference equations. In particular, we show that multiscale
perturbation techniques provide an analytic tool to derive necessary
integrability conditions for two well-known discretizations of the nonlinear
Schroedinger equation.
Levi Decio
Petrera Matteo
Scimiterna Christian
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