Editing Geodesic (section)

== External links ==
{{wikiquote}}
* [http://www.cmsim.eu/papers_pdf/january_2012_papers/25_CMSIM_2012_Pokorny_1_281-298.pdf Geodesics Revisited] &mdash; Introduction to geodesics including two ways of derivation of the equation of geodesic with applications in geometry (geodesic on a sphere and on a [[torus]]), mechanics ([[brachistochrone]]) and optics (light beam in inhomogeneous medium).
* [http://www.map.mpim-bonn.mpg.de/Totally_geodesic_submanifold Totally geodesic submanifold] at the Manifold Atlas

{{Riemannian geometry}}
{{Manifolds}}
{{Tensors}}
{{Authority control}}

[[Category:Differential geometry]]
[[Category:Geodesic (mathematics)| ]]