example 24.44 Linear and angular momentum

open in the book · parts/03-classical-mechanics/07-symplectic-geometry.tex:1468 · p. 866

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example 24.44: Linear and angular momentum24.44definition 24.43: Momentum map24.43equation 24.3: eq:sym-canonical-forms24.3example A.572: Rotational reduction of the central-force problemA.572definition 14.2: Lie group14.2definition 24.14: Hamiltonian vector field24.14definition 24.17: Symplectomorphism24.17definition A.561: Coadjoint action and equivarianceA.561lemma 24.46: The level set of the momentum map is the symplectic orthogonal of the orbit24.46theorem 24.45: Noether, symplectic form24.45definition A.554: Actions on the torusA.554definition 25.18: Phase-space action25.18theorem 24.23: Poincaré–Cartan integral invariant24.23equation 27.32: eq:cfs-effective-potential27.32theorem A.563: Marsden–Weinstein reductionA.563

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typedirectionnode provenancewhere
depends_on Momentum map declared parts/03-classical-mechanics/07-symplectic-geometry.tex:1500
depends_on eq:sym-canonical-forms declared parts/03-classical-mechanics/07-symplectic-geometry.tex:1500
depends_on Rotational reduction of the central-force problem declared appendices/A-long-proofs.tex:27509