"Wronskian Representation of Solutions of NLS Equation, and Seventh Order Rogue Wave"
written by Pierre Gaillard,
published by Journal of Modern Physics, Vol.4 No.2, 2013
has been cited by the following article(s):
  • Google Scholar
  • CrossRef
[1] Fredholm and wronskian representations of solutions to the Johnson equation and the third order case
2019
[2] Rational solutions to the Johnson equation of order N depending on 2N− 2 parameters
2019
[3] First and second order rational solutions to the Johnson equation and rogue waves
Pré-publication, Document de travail, 2018
[4] Families of solutions to the KPI equation and the structure of their rational representations of order N
Pré-publication, Document de travail, 2018
[5] Rational solutions to the KPI equation of order 7 depending on 12 parameters
Pré-publication, Document de travail, 2018
[6] 6-th order rational solutions to the KPI equation depending on 10 parameters
Journal of Basic and Applied Research International , International Knowledge Press, 2017
[7] Families of rational solutions of order 5 to the KPI equation depending on 8 parameters
New Horizons in Mathematical Physics, 2017
[8] From Fredholm and Wronskian representations to rational solutions to the KPI equation depending on 2N− 2 parameters, the structure of the solutions and the case of fourth order
International Journal of Applied Science and Mathematics, 2017
[9] From Fredholm and Wronskian representations to rational solutions to the KPI equation depending on 2N− 2 parameters, the structure of the solutions and the …
2017
[10] The thirteenth Peregrine breather and its deformations depending on twenty four parameters solutions to the NLS equation.
Journal of Basic and Applied Research International, 2017
[11] Rational solutions of the Boussinesq equation and applications to rogue waves
2016
[12] Families of deformations of the twelfth Peregrine breather solutions to the NLS equation with twenty two parameters
Advances in Research, SCIENCEDOMAIN International, 2016
[13] Fredholm representations of solutions to the KPI equation, their wronkian versions and rogue waves
Pré-publication, Document de travail, 2016
[14] Twenty parameters families of solutions to the NLS equation and the eleventh Peregrine breather
2016
[15] Tenth order solutions to the NLS equation with eighteen parameters
Pré-publication, Document de travail, 2015
[16] The eleventh Peregrine breather and twenty parameters families of solutions to the NLS equation
Communications in Theoretical Physics, Chinese Physical Society, 2015
[17] An attempt to classification of the quasi rational solutions to the NLS equation
2015
[18] Families of solutions of order nine to the NLS equation with sixteen parameters
Pré-publication, Document de travail, 2015
[19] The Fifth Order Peregrine Breather and Its Eight-Parameter Deformations Solutions of the NLS Equation
Communications in Theoretical Physics, 2014
[20] Deduction of Double Wronskian Solution and Rational-like Solutions for Generalized Non-autonomous Schrodinger Equation
British Journal of Applied Science & Technology, 2014