Source: wikibot/timelike-homotopy
= Timelike homotopy
{wiki=Timelike_homotopy}
Timelike homotopy is a concept that arises primarily in the context of differential geometry and the theory of relativity, specifically in the study of manifolds and the topology of spacetimes. It focuses on curves or paths in a Lorentzian manifold, which is a type of manifold equipped with a metric that describes the geometry of spacetime in general relativity.