On elliptic solutions of the cubic complex one-dimensional Ginzburg – Landau equation


The cubic complex one-dimensional Ginzburg–Landau equation is considered. Using the Hone’s method, based on the use of the Laurent-series solutions and the residue theorem, we have proved that this equation has neither elliptic standing wave no elliptic travelling wave solution. This result amplifies the Hone’s result, that this equation has no elliptic… (More)


  • Presentations referencing similar topics