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- Geodesic abstract "In mathematics, particularly differential geometry, a geodesic (/ˌdʒiːɵˈdiːzɨk/ JEE-o-DEE-zik or /ˌdʒiːɵˈdɛsɨk/ JEE-o-DES-ik) is a generalization of the notion of a "straight line" to "curved spaces". In the presence of an affine connection, a geodesic is defined to be a curve whose tangent vectors remain parallel if they are transported along it. If this connection is the Levi-Civita connection induced by a Riemannian metric, then the geodesics are (locally) the shortest path between points in the space.The term "geodesic" comes from geodesy, the science of measuring the size and shape of Earth; in the original sense, a geodesic was the shortest route between two points on the Earth's surface, namely, a segment of a great circle. The term has been generalized to include measurements in much more general mathematical spaces; for example, in graph theory, one might consider a geodesic between two vertices/nodes of a graph.Geodesics are of particular importance in general relativity. Geodesics in general relativity describe the motion of inertial test particles.".
- Geodesic thumbnail Spherical_triangle.svg?width=300.
- Geodesic wikiPageExternalLink Geodesics_on_a_parametric_surface.
- Geodesic wikiPageExternalLink relativity5.html.
- Geodesic wikiPageExternalLink 25_CMSIM_2012_Pokorny_1_281-298.pdf.
- Geodesic wikiPageExternalLink Totally_geodesic_submanifold.
- Geodesic wikiPageID "91096".
- Geodesic wikiPageRevisionID "602081588".
- Geodesic first "Yu.A.".
- Geodesic hasPhotoCollection Geodesic.
- Geodesic id "G/g044120".
- Geodesic last "Volkov".
- Geodesic title "Geodesic line".
- Geodesic subject Category:Geodesic_(mathematics).
- Geodesic comment "In mathematics, particularly differential geometry, a geodesic (/ˌdʒiːɵˈdiːzɨk/ JEE-o-DEE-zik or /ˌdʒiːɵˈdɛsɨk/ JEE-o-DES-ik) is a generalization of the notion of a "straight line" to "curved spaces". In the presence of an affine connection, a geodesic is defined to be a curve whose tangent vectors remain parallel if they are transported along it.".
- Geodesic label "Geodeet (wiskunde)".
- Geodesic label "Geodesic".
- Geodesic label "Geodetica".
- Geodesic label "Geodäte".
- Geodesic label "Geodésica".
- Geodesic label "Geodésica".
- Geodesic label "Géodésique".
- Geodesic label "Linia geodezyjna".
- Geodesic label "Геодезическая".
- Geodesic label "جيوديسي".
- Geodesic label "测地线".
- Geodesic label "測地線".
- Geodesic sameAs Geodäte.
- Geodesic sameAs Geodésica.
- Geodesic sameAs Géodésique.
- Geodesic sameAs Geodetica.
- Geodesic sameAs 測地線.
- Geodesic sameAs 측지선.
- Geodesic sameAs Geodeet_(wiskunde).
- Geodesic sameAs Linia_geodezyjna.
- Geodesic sameAs Geodésica.
- Geodesic sameAs m.0mm26.
- Geodesic sameAs Q213488.
- Geodesic sameAs Q213488.
- Geodesic wasDerivedFrom Geodesic?oldid=602081588.
- Geodesic depiction Spherical_triangle.svg.
- Geodesic isPrimaryTopicOf Geodesic.