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- Geodesics_as_Hamiltonian_flows abstract "In mathematics, the geodesic equations are second-order non-linear differential equations, and are commonly presented in the form of Euler–Lagrange equations of motion. However, they can also be presented as a set of coupled first-order equations, in the form of Hamilton's equations. This latter formulation is developed in this article.".
- Geodesics_as_Hamiltonian_flows wikiPageExternalLink the-euler-arnold-equation.
- Geodesics_as_Hamiltonian_flows wikiPageID "6207793".
- Geodesics_as_Hamiltonian_flows wikiPageRevisionID "540183665".
- Geodesics_as_Hamiltonian_flows hasPhotoCollection Geodesics_as_Hamiltonian_flows.
- Geodesics_as_Hamiltonian_flows subject Category:Geodesic_(mathematics).
- Geodesics_as_Hamiltonian_flows subject Category:Hamiltonian_mechanics.
- Geodesics_as_Hamiltonian_flows subject Category:Symplectic_geometry.
- Geodesics_as_Hamiltonian_flows comment "In mathematics, the geodesic equations are second-order non-linear differential equations, and are commonly presented in the form of Euler–Lagrange equations of motion. However, they can also be presented as a set of coupled first-order equations, in the form of Hamilton's equations. This latter formulation is developed in this article.".
- Geodesics_as_Hamiltonian_flows label "Geodesics as Hamiltonian flows".
- Geodesics_as_Hamiltonian_flows sameAs m.0fwvbt.
- Geodesics_as_Hamiltonian_flows sameAs Q5533985.
- Geodesics_as_Hamiltonian_flows sameAs Q5533985.
- Geodesics_as_Hamiltonian_flows wasDerivedFrom Geodesics_as_Hamiltonian_flows?oldid=540183665.
- Geodesics_as_Hamiltonian_flows isPrimaryTopicOf Geodesics_as_Hamiltonian_flows.