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[en] Starting from a new discrete spectral problem, the corresponding hierarchy of nonlinear lattice equations is proposed. It is shown that the lattice soliton hierarchy possesses the bi-Hamiltonian structures and infinitely many common commuting conserved functions. Further, infinite conservation laws of the hierarchy are presented
Journal
Communications in Theoretical Physics; ISSN 0253-6102; 
; v. 49(6); p. 1399-1402
; v. 49(6); p. 1399-1402