Sign in
Back
Nonlinear integrable couplings of a generalized super Ablowitz‐Kaup‐Newell‐Segur hierarchy and its super bi‐Hamiltonian structures
Journal article   Peer reviewed

Nonlinear integrable couplings of a generalized super Ablowitz‐Kaup‐Newell‐Segur hierarchy and its super bi‐Hamiltonian structures

Beibei Hu, Wen‐Xiu Ma, Tiecheng Xia and Ling Zhang
Mathematical methods in the applied sciences, Vol.41(4), pp.1565-1577
15/03/2018
DOI: https://doi.org/10.1002/mma.4686

Abstract

generalized super AKNS hirearchy Lie superalgebras super bi‐Hamiltonian structures super integrable couplings
In this paper, a new generalized 5×5 matrix spectral problem of Ablowitz‐Kaup‐Newell‐Segur type associated with the enlarged matrix Lie superalgebra is proposed, and its corresponding super soliton hierarchy is established. The super variational identities are used to furnish super Hamiltonian structures for the resulting super soliton hierarchy.

Metrics

1 Record Views

Details