Conservative Systems and Quantum Chaos

This volume presents new research in classical Hamiltonian and quantum systems from the Workshop on Conservative Systems and Quantum Chaos held during The Fields Institute Program Year on Dynamical Systems and Bifurcation Theory in October 1992 (Waterloo, Canada). The workshop was organized so that there were presentations that formed a bridge between classical and quantum mechanical systems. Four of these papers appear in this collection, with the remaining six papers concentrating on classical Hamiltonian dynamics.

Semiclassical monodromy and the spherical pendulum as a complex Hamiltonian system
Hamiltonian structure of plane-wave instabilities
Anharmonic oscillators in classical and quantum mechanics with applications to the perturbed Kepler problem
On the global flow in the Coulombian restricted isosceles $3$-body problem
Reductive group actions on Kahler manifolds
Atomic spectroscopy, periodic orbits and generic two-parameter bifurcations
Homoclinic orbits in the forced pendulum system
Dynamics near stable relative equilibria at nongeneric momenta: A numerical investigation
The dynamics of reversible systems and spatio-temporal complexity in biology
Degenerate Hamiltonian Hopf bifurcations
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Conservative Systems and Quantum Chaos

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