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Indices in classical mechanics

Journal of Physics A: Mathematical and General, 1991
Summary: We discuss the linearization of the equations of motion around a periodic orbit in a conservative two degree of freedom Hamiltonian system, with an emphasis on computationally useful formulae. Indices are defined using singularities in projections.
Dieter Wintgen, Bruno Eckhardt
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Superintegrability in classical mechanics

Physical Review A, 1990
Superintegrable Hamiltonians in three degrees of freedom possess more than three functionally independent globally defined and single-valued integrals of motion. Some familiar examples, such as the Kepler problem and the harmonic oscillator, have been known since the time of Laplace.
Nick Evans, Nick Evans
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The Foundation of Classical Mechanics [PDF]

open access: possible, 1995
It was an important event in the history of physics when Sir Isaac Newton in 1687 published his book Philosophiae Naturalis Principia Mathematica.
Jens Martin Knudsen, Poul G. Hjorth
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