An Ablowitz-Ladik Integrable Lattice Hierarchy with Multiple Potentials
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DOI: 10.1007/s10473-020-0306-3
Abstract: Within the zero curvature formulation, a hierarchy of integrable lattice equations is constructed from an arbitrary-order matrix discrete spectral problem of Ablowitz-Ladik type. The existence of infinitely many symmetries and conserved functionals is a consequence… read more here.
Keywords: ablowitz ladik; ladik integrable; lattice hierarchy; integrable lattice ... See more keywords