Source: wikibot/vector-fields-on-spheres
= Vector fields on spheres
{wiki=Vector_fields_on_spheres}
Vector fields on spheres refer to mathematical structures that assign a vector to each point on a sphere. More formally, given a sphere (like the surface of a unit sphere in three-dimensional space), a vector field is a continuous function that maps each point on the sphere to a vector in \\(\\mathbb\{R\}^3\\) (or the tangent space at that point). \#\#\# Key Concepts 1.