Eighth Peregrine breather solution of the NLS equation and multi-rogue waves

Rational solutions to the NLS equation were written in 2010 as a quotient of two wronskians [9]; the present author constructed in [10] an- other representation of the solutions to

Eighth order Peregrine breather solution of the NLS equation and their deformations with fourteen parameters.... Eighth order Peregrine breather solution of the NLS

Gaillard, Two parameters wronskian representation of solutions of nonlinear Schr¨odinger equation, eight Peregrine breather and multi-rogue waves, J.. Gaillard, Hierarchy of

The present paper presents Peregrine breathers as particular case of multi-parametric families of quasi rational solutions to NLS of order N depending on 2N − 2 real parameters

Gaillard, Families of quasi-rational solutions of the NLS equation as an extension of higher order Peregrine breathers, halsh-00573955, 2011 [11] P. Gaillard, Higher order

In this paper, we use the representation of the solutions of the focusing nonlinear Schr¨ odinger equation we have constructed recently, in terms of wronskians; when we perform

Gaillard, Higher order Peregrine breathers and multi-rogue waves solutions of the NLS equation, halshs-00589556, 2011..

In this approach, we get an alternative way to get quasi-rational solutions of the focusing NLS equation depending on a certain number of parameters, in particular, higher