Pages that link to "Item:Q2861737"
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The following pages link to New Lax pairs of the Toda lattice and the nonlinearization under a higher-order Bargmann constraint (Q2861737):
Displaying 9 items.
- A Bargmann system and the involutive solutions associated with a new 4-order lattice hierarchy (Q505001) (← links)
- A new integrable symplectic map for 4-field Blaszak-Marciniak lattice equations (Q2299858) (← links)
- Conservation laws and \(\tau\)-symmetry algebra of the Gerdjikov-Ivanov soliton hierarchy (Q2302012) (← links)
- Bargmann type systems for the generalization of Toda lattices (Q2336304) (← links)
- A family of Liouville integrable lattice equations with a parameter and its two symmetry constraints (Q2861686) (← links)
- New 2+1 dimensional nonisospectral Toda lattice hierarchy (Q3442227) (← links)
- Involutive solutions for toda and langmuir lattices through nonlinearization of lax pairs (Q4016396) (← links)
- Nonlinear forms of coprimeness preserving extensions to the Somos-4 recurrence and the two-dimensional Toda lattice equation—investigation into their extended Laurent properties (Q4689512) (← links)
- A super-discrete variational identity and its application for constructing super-discrete Hamiltonian systems (Q5245240) (← links)
