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A Hierarchy of Discrete Integrable Coupling System with Self-Consistent Sources
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by
Yuqing Li,
Huanhe Dong,
Baoshu Yin
Abstract
Integrable coupling system of a lattice soliton equation hierarchy is deduced. The Hamiltonian structure of the integrable coupling is constructed by using the discrete quadratic-form identity. The Liouville integrability of the integrable coupling is demonstrated. Finally, the discrete integrable coupling system with self-consistent sources is deduced.
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