Pages that link to "Item:Q2205756"
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The following pages link to Finite-dimensional Liouville integrable hamiltonian systems generated from Lax pairs of a bi-Hamiltonian soliton hierarchy by symmetry constraints (Q2205756):
Displaying 16 items.
- A multi-component integrable hierarchy and its integrable reductions (Q2111375) (← links)
- (Q3067269) (← links)
- How to construct finite-dimensional bi-Hamiltonian systems from soliton equations: Jacobi integrable potentials (Q4027883) (← links)
- The commutative property of reciprocal transformations and dimensional deformations (Q6057703) (← links)
- Four-component integrable hierarchies and their Hamiltonian structures (Q6058721) (← links)
- Reduced AKNS spectral problems and associated complex matrix integrable models (Q6067752) (← links)
- Four-component integrable hierarchies of Hamiltonian equations with \((m+n+2)\)th-order Lax pairs (Q6081780) (← links)
- Conservation laws analysis of nonlinear partial differential equations and their linear soliton solutions and Hamiltonian structures (Q6107333) (← links)
- AKNS type reduced integrable bi-Hamiltonian hierarchies with four potentials (Q6170084) (← links)
- Novel Liouville integrable Hamiltonian models with six components and three signs (Q6543459) (← links)
- A four-component hierarchy of combined integrable equations with bi-Hamiltonian formulations (Q6549097) (← links)
- Real reduced matrix mKdV integrable hierarchies under two local group reductions (Q6569305) (← links)
- A combined Liouville integrable hierarchy associated with a fourth-order matrix spectral problem (Q6579631) (← links)
- A combined derivative nonlinear Schrödinger soliton hierarchy (Q6581211) (← links)
- Novel integrable Hamiltonian hierarchies with six potentials (Q6623073) (← links)
- A combined generalized Kaup-Newell soliton hierarchy and its hereditary recursion operator and bi-Hamiltonian structure (Q6632289) (← links)
