Pages that link to "Item:Q4379002"

The following pages link to Fast rotations of the rigid body: a study by Hamiltonian perturbation theory. Part I (Q4379002):

Displaying 23 items.

• An application of Nekhoroshev theory to the study of the perturbed hydrogen atom (Q255756) (← links)
• The steep Nekhoroshev's theorem (Q261598) (← links)
• Short-axis-mode rotation of a free rigid body by perturbation series (Q468555) (← links)
• Adiabatic chaos in the spin-orbit problem (Q931238) (← links)
• A new problem of adiabatic invariance related to the rigid body dynamics (Q934246) (← links)
• A rigorous Hamiltonian approach to the rotation of elastic bodies (Q1341049) (← links)
• The Euler-Poinsot top: a non-commutatively integrable system without global action-angle coordinates (Q1366334) (← links)
• KAM theorem for generic analytic perturbations of the Euler system (Q1369818) (← links)
• Construction of a Nekhoroshev like result for the asteroid belt dynamical system (Q1371381) (← links)
• Long term stability of proper rotations of the perturbed Euler rigid body (Q1771556) (← links)
• Regular and chaotic motions of the fast rotating rigid body: A numerical study. (Q1848470) (← links)
• A Dirichlet criterion for the stability of periodic and relative periodic orbits in Hamiltonian systems (Q1962805) (← links)
• A rigidity property of perturbations of \(n\) identical harmonic oscillators (Q2007002) (← links)
• Foundations of physics in Milan, Padua and Paris. Newtonian trajectories from celestial mechanics to atomic physics (Q2167483) (← links)
• Ehrenfest regularization of Hamiltonian systems (Q2223389) (← links)
• Long term stability of proper rotations and local chaotic motions in the perturbed Euler rigid body (Q2425518) (← links)
• Superintegrable Hamiltonian systems: Geometry and perturbations (Q2487195) (← links)
• Slow relaxation to equipartition in spring-chain systems (Q3301183) (← links)
• Slow relaxation of kinetic energy of a spring-chain model in solvent (Q3302558) (← links)
• An Overview on the Nekhoroshev Theorem (Q3613178) (← links)
• First numerical investigation of a conjecture by N. N. Nekhoroshev about stability in quasi-integrable systems (Q5264316) (← links)
• Bounds on the growth of energy for particles on the torus with unbounded time dependent perturbations (Q6597613) (← links)
• Perturbation of superintegrable Hamiltonian systems (Q6599397) (← links)