proof ch:07-symplectic-geometry@proof-3

open in the book · parts/03-classical-mechanics/07-symplectic-geometry.tex:283

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proof : ch:07-symplectic-geometry@proof-3proofproposition 24.10: The canonical form is symplectic and intrinsic24.10definition 13.52: Differential; pushforward13.52definition 24.9: The canonical form on a cotangent bundle24.9lemma 13.107: Poincaré lemma13.107remark 24.11: The SI dimension of every object in this chapter24.11

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proves The canonical form is symplectic and intrinsic declared parts/03-classical-mechanics/07-symplectic-geometry.tex:283