Linear span: Difference between revisions

Content deleted Content added
to WD
m I don't know why but, as a new learner to this, I was so confused..but this would have cleared it up :)
Line 1:
In [[linear algebra]], the '''linear span''' (also called the '''linear hull''' or just '''span''') of a [[Set (mathematics)|set]] of [[vector space|vectors]] in a [[vector space]] is the [[intersection (set theory)|intersection]] of all [[Linear subspace|subspaces]] containingwhich each contain every vector in that set. The linear span of a set of vectors is therefore a vector space. Spans can be generalized to [[matroid]]s and [[Module (mathematics)|modules]].
 
==Definition==