Editing Normed vector space (section)

== See also ==

* [[Banach space]], normed vector spaces which are complete with respect to the metric induced by the norm
* {{annotated link|Banach–Mazur compactum}}
* [[Finsler manifold]], where the length of each tangent vector is determined by a norm
* [[Inner product space]], normed vector spaces where the norm is given by an [[inner product]]
* {{annotated link|Kolmogorov's normability criterion}}
* [[Locally convex topological vector space]] – a vector space with a topology defined by convex open sets
* [[Space (mathematics)]] – mathematical set with some added structure
* {{annotated link|Topological vector space}}