In the theory of dynamical systems a point is said to be
In the theory of dynamical systems, a point is said to be an asymptotically stable equilibrium point if it ‘attracts' points in a nearby volume of the phase space. Show that such points cannot occur in Hamiltonian dynamics.
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a smooth wire has the form of the helix x a cos theta y a sin theta z btheta where theta is a real parameter and a b
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in the theory of dynamical systems a point is said to be an asymptotically stable equilibrium point if it lsquoattracts
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