Reality problems for the Algebro-Geometric Solutions of Fokas-Lenell hierarchy
classification
🌊 nlin.SI
keywords
algebro-geometrichierarchysolutionsrealitybasisclassesconditionsconstruct
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In a previous study, we obtained the algebro-geometric solutions and $n$-dark solitons of Forkas-Lenells (FL) hierarchy using algebro-geometric method. In this paper, we construct physically relevant classes of solutions for FL hierarchy by studying the reality conditions for $q=\pm \bar{r}$ based on the idea of Vinikov's homological basis.
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