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|a Reduction, symmetry, and phases in mechanics
|f J.E. Marsden, R. Montgomery and T. Ratiu
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|a Providence (R.I.)
|c American Mathematical Society
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|d C 1990
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|a 1 vol. (IV-110 p.)
|c ill.
|d 26 cm
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0 |
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|a Memoirs of the American Mathematical Society
|x 0065-9266
|v number 436
|
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|a "Volume 88, number 436 (first of 2 numbers)."
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|a Bibliogr. p. 107-110
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|b 1. Some examples
|b 2. Reconstruction of dynamics for Hamiltonian systems
|b 3. Reconstruction of dynamics for Lagrangian systems
|b 4. Ehresmann connections and holonomy
|b 5. Reconstruction phases
|b 6. Averaging connections
|b 7. Existence, uniqueness and curvature of the Hannay-Berry connections
|b 8. The Hannay-Berry connection in the presence of additional symmetry
|b 9. The Hannay-Berry connection on level sets of the momentum map
|b 10. Case I: Bundles of symplectic manifolds with the canonical connection; integrable systems
|b 11. Case II: Cartan connections; moving systems
|b 12. The Cartan angles; the ball in the hoop and the Foucault pendulum
|b 13. Induced connections on the tower of bundles
|b 14. The Hannay-Berry connection for general systems
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|0 013293931
|t Memoirs of the American Mathematical Society
|x 0065-9266
|v 436
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452 |
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| |
|0 195413199
|t Reduction, symmetry, and phases in mechanics
|f J.E. Marsden, R. Montgomery, and T. Ratiu
|c Providence (R.I.)
|n American Mathematical Society
|d 2012
|s Memoirs of the American Mathematical Society
|y 978-1-4704-0859-6
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|a 58Fxx
|c 1985
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