Source: wikibot/g-structure-on-a-manifold
= G-structure on a manifold
{wiki=G-structure_on_a_manifold}
In differential geometry, a \\( G \\)-structure on a manifold is a mathematical framework that generalizes the structure of a manifold by introducing additional geometric or algebraic properties. More specifically, a \\( G \\)-structure allows you to define a way to "view" or "furnish" the manifold with additional structure that can be treated similarly to how one treats vector spaces or tangent spaces.