Soliton solutions to constrained nonlocal integrable nonlinear Schrodinger hierarchies of type (-λ,λ)

The paper aims to generate nonlocal integrable nonlinear Schrodinger hierarchies of type (-lambda,lambda) by imposing two nonlocal matrix restrictions of the AKNS matrix characteristic-value problems of arbitrary order. Based on the explored outspreading of characteristic-values and adjoint characteristic-values, exact soliton solutions are formulated by applying the associated reflectionless generalized Riemann-Hilbert problems, in which characteristic-values and adjoint characteristic-values could have a nonempty intersection. Illustrative models of the resultant mixed-type nonlocal integrable nonlinear Schrodinger equations are presented.