A REVIEW STUDY OF THE 3-PARTICLE TODA LATTICE AND HIGHER-ORDER TRUNCATIONS: THE ODD-ORDER CASES — PART I
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Publication:3069918
DOI10.1142/S0218127410027556zbMath1204.37061MaRDI QIDQ3069918
Publication date: 2 February 2011
Published in: International Journal of Bifurcation and Chaos (Search for Journal in Brave)
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Related Items (2)
Examining the chaotic behavior in dynamical systems by means of the 0-1 test ⋮ A REVIEW STUDY OF THE 3-PARTICLE TODA LATTICE AND HIGHER ORDER TRUNCATIONS: THE EVEN-ORDER CASES — PART II
Cites Work
- Orbital behaviour transition from the Henon-Heiles to the three-particle Toda lattice Hamiltonian
- Non-integrability of the truncated Toda lattice Hamiltonian at any order
- Approximations of the 3-particle Toda lattice
- A REVIEW STUDY OF THE 3-PARTICLE TODA LATTICE AND HIGHER ORDER TRUNCATIONS: THE EVEN-ORDER CASES — PART II
- On the Stability of Periodic Orbits for Nonlinear Oscillator Systems in Regions Exhibiting Stochastic Behavior
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