Reflexive space (source code)

= Reflexive space
{wiki=Reflexive_space}

In the context of functional analysis and topology, a reflexive space typically refers to a type of Banach space that is isomorphic to its dual. To elaborate, a Banach space \\( X \\) is said to be reflexive if the natural embedding of \\( X \\) into its double dual \\( X^\{**\} \\) (the dual of the dual space \\( X^* \\)) is surjective.