New integrable problems in rigid body dynamics with quartic integrals (Q889754): Difference between revisions

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+The structure of energy conserving low-order models
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+The General Problem of the Motion of Coupled Rigid Bodies about a Fixed Point
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+Q5491549
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+New generalizations of all the known integrable problems in rigid-body dynamics
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+Q3757407
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+A theory of exact and approximate configurational invariants
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+Two-dimensional conservative mechanical systems with quartic second integral
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+Hamiltonians with high-order integrals and the ‘‘weak-Painlevé’’ concept
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+On Hamiltonian systems in two degrees of freedom with invariants quartic in the momenta of form <i>p</i>21<i>p</i>22⋅⋅⋅
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+A unified treatment of quartic invariants at fixed and arbitrary energy
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+Superintegrable systems on the two-dimensional sphere S2 and the hyperbolic plane H2
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+On harmonic oscillators on the two-dimensional sphere S2 and the hyperbolic plane H2
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+Compatibility conditions for a non-quadratic integral of motion
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+Two-dimensional integrable potentials with quartic invariants
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+A class of integrable potentials
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+New families of conservative systems on \(S^2\) possessing an integral of fourth degree in momenta
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+Generalized natural mechanical systems of two degrees of freedom with quadratic integrals
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+Atlas of two-dimensional irreversible conservative Lagrangian mechanical systems with a second quadratic integral
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+On certain two-dimensional conservative mechanical systems with a cubic second integral
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+New integrable systems with a quartic integral and new generalizations of kovalevskaya's and goriatchev's cases
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+New conditional integrable cases of motion of a rigid body with Kovalevskaya's configuration
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+A new integrable problem with a quartic integral in the dynamics of a rigid body
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+The master integrable two-dimensional system with a quartic second integral
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+A new 2D integrable system with a quartic second invariant
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+Equivalent problems in rigid body dynamics ? I
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+Equivalent problems in rigid body dynamics?II
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+Q5329596
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+On two-dimensional integrable models with a cubic or quartic integral of motion
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+New integrable problems in the dynamics of rigid bodies with the Kovalevskaya configuration. I: The case of axisymmetric forces. II: The case of asymmetric forces
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