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Exposition: Effective Hamiltonians and Averaging for Hamiltonian Dynamics- II
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Effective Hamiltonians and Averaging for Hamiltonian Dynamics- II
Authors: L. C. Evans and D. Gomes , Department of Mathematics, University of California, Berkeley, CA 94720
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bci1
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- Comments:
- 38 pages, Archive Rational Mechanics and Analysis 161 (2002)
- Abstract:
- This exposition presents PDE methods designed to understand the structure of certain Hamiltonian flows in the case that the Hamiltonian is strictly convex in the momenta, and extends such methods from previous paper I to time-dependent Hamiltonians; the authors also provide "a weak interpretation of adiabatic invariance of the action and suggest a formula for the Berry--Hannay geometric phase in terms of an effective Hamiltonian".
- Rights:
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Open access and free download at: http://math.berkeley.edu/~evans/ http://math.berkeley.edu/~evans/Effective.Hamiltonian.II.pdf
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