Pages that link to "Item:Q1416939"

The following pages link to Integrability of characteristic Hamiltonian systems on simple Lie groups with standard Poisson Lie structure (Q1416939):

Displaying 12 items.

• Degenerately integrable systems (Q294992) (← links)
• Generalized Bäcklund-Darboux transformations for Coxeter-Toda flows from a cluster algebra perspective (Q642119) (← links)
• Lie algebraic aspects of the finite nonperiodic Toda flows (Q875348) (← links)
• Superintegrable systems on moduli spaces of flat connections (Q2050064) (← links)
• Double Bruhat cells in Kac-Moody groups and integrable systems (Q2377390) (← links)
• Cluster ensembles and Kac-Moody groups (Q2437556) (← links)
• Characteristic systems on Poisson Lie groups and their quantization (Q2709058) (← links)
• Cluster $\mathcal X$-varieties for dual Poisson–Lie groups. I (Q2996780) (← links)
• On symplectic leaves and integrable systems in standard complex semisimple Poisson-Lie groups (Q3147638) (← links)
• Superintegrability of Generalized Toda Models on Symmetric Spaces (Q5066813) (← links)
• A non-local Poisson bracket for Coxeter--Toda lattices (Q5126655) (← links)
• Macdonald duality and the proof of the quantum Q-system conjecture (Q6201776) (← links)