proof ch:05-hamiltonian-mechanics@proof-7

open in the book · parts/03-classical-mechanics/05-hamiltonian-mechanics.tex:600

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proof : ch:05-hamiltonian-mechanics@proof-7prooflemma 22.20: The symplectic condition22.20definition 5.135: The symplectic group5.135equation 22.18: eq:ham-generating22.18proposition 7.105: Clairaut–Schwarz7.105corollary 22.24: Invariance of the phase-space volume22.24proposition 22.27: Properties of the Lagrange bracket22.27proposition 22.30: Properties of the Poisson bracket22.30remark 22.33: What the duality is good for22.33remark 22.28: Where the content of the fundamental brackets lies22.28theorem 22.22: Poincaré22.22

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proves The symplectic condition declared parts/03-classical-mechanics/05-hamiltonian-mechanics.tex:600