Source: wikibot/banach-bundle-non-commutative-geometry
= Banach bundle (non-commutative geometry)
{wiki=Banach_bundle_(non-commutative_geometry)}
In non-commutative geometry, a Banach bundle is a concept that generalizes the idea of a vector bundle but in the context of non-commutative spaces. It is particularly relevant in the study of non-commutative topological spaces and serves to extend the framework of traditional differential geometry to include settings where the algebraic structure is non-commutative.