A geodesic circle is either "the locus on a surface at a constant geodesic distance from a fixed point" or a curve of constant geodesic curvature. A geodesic disk is the region on a surface bounded by a geodesic circle. In contrast with the ordinary circle and disk, the geodesic circle is not necessarily a plane curve and the geodesic disk is not necessarily a planar surface. They can be used to define Gaussian curvature.
We don't have any images related to Geodesic circle yet.
You can add one yourself here.
We don't have any YouTube videos related to Geodesic circle yet.
You can add one yourself here.
We don't have any PDF documents related to Geodesic circle yet.
You can add one yourself here.
We don't have any Books related to Geodesic circle yet.
You can add one yourself here.
We don't have any archived web articles related to Geodesic circle yet.
References
Whittemore, J. K. (1901). "A Note on Geodesic Circles". The Annals of Mathematics. 3 (1/4): 21–24. doi:10.2307/1967629. ISSN 0003-486X. JSTOR 1967629. /wiki/Doi_(identifier) ↩