A hybrid framework unifies Noether's theorem across Lagrangian and Hamiltonian mechanics by deriving conserved integrals from equations of motion alone and determining complete symmetry groups for Liouville integrable systems.
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A hybrid Lagrangian-Hamiltonian framework and its application to conserved integrals and symmetry groups
A hybrid framework unifies Noether's theorem across Lagrangian and Hamiltonian mechanics by deriving conserved integrals from equations of motion alone and determining complete symmetry groups for Liouville integrable systems.
- Hidden symmetry group for particle orbits (timelike geodesics) in Schwarzschild spacetime