remark 23.11 Whose principle, and where it fails

open in the book · parts/03-classical-mechanics/06-hamilton-jacobi.tex:378 · p. 827

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remark 23.11: Whose principle, and where it fails23.11proposition 23.10: The characteristic function is the abbreviated action23.10theorem 16.101: Maupertuis–Euler–Jacobi principle16.101definition 16.99: Abbreviated action16.99proposition 23.9: Separation of the time23.9proof : ch:06-hamilton-jacobi@proof-4proofequation 16.88: eq:calcvar-abbreviated16.88equation 16.87: eq:calcvar-newton16.87lemma 16.100: The ray equation16.100proof : ch:14-calculus-of-variations@proof-48proof

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cites (history) Methodus inveniendi lineas curvas maximi minimive proprietate gaudentes, sive solutio problematis isoperimetrici latissimo sensu accepti derived parts/03-classical-mechanics/06-hamilton-jacobi.tex:382
cites (history) Les loix du mouvement et du repos déduites d'un principe métaphysique derived parts/03-classical-mechanics/06-hamilton-jacobi.tex:383
depends_on The characteristic function is the abbreviated action declared parts/03-classical-mechanics/06-hamilton-jacobi.tex:390
depends_on Maupertuis–Euler–Jacobi principle declared parts/03-classical-mechanics/06-hamilton-jacobi.tex:390