Pages that link to "Item:Q1900607"
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The following pages link to Fibration of the phase space of the periodic Toda lattice (Q1900607):
Displaying 10 items.
- Inverse problem for the discrete 1D Schrödinger operator with small periodic potentials (Q852356) (← links)
- Gap-length mapping for periodic Jacobi matrices (Q871754) (← links)
- Birkhoff coordinates for the Toda lattice in the limit of infinitely many particles with an application to FPU (Q905883) (← links)
- Marchenko-Ostrovski mappings for periodic Jacobi matrices (Q1033744) (← links)
- \(m\)-functions and inverse spectral analysis for finite and semi-infinite Jacobi matrices (Q1385415) (← links)
- On the symplectic structure of the phase space for periodic KdV, Toda, and defocusing NLS (Q1913352) (← links)
- The Toda lattice, old and new (Q2438162) (← links)
- (Q3517519) (← links)
- Borg-type uniqueness theorems for periodic Jacobi operators with matrix-valued coefficients (Q3629420) (← links)
- Combinatorial analysis of the period mapping: the topology of 2D fibres (Q5210878) (← links)