Talk:Banach Space is Reflexive iff Normed Dual is Reflexive

Just to jot this down: there are incomplete normed vector spaces $X$ such that $X^\ast$ is reflexive but $X$ is not, pick for example a proper dense subspace of $\ell_2$. Will put an example up at some point, we don't have results on the dual of $\ell_p$ yet so I can't do much. Caliburn (talk) 08:20, 21 June 2023 (UTC)