Journal of the
Korean Mathematical Society JKMS

Q-reflexive locally convex spaces are spaces where ${\displaystyle\widehat{\bigotimes_{n,s,\pi}}} E_e''$ and $\overline{(\mathcal P(^nE),\tau_b)_{i}'}$ are isomorphic in a canonical way for every $n$. We investigate properties and find examples of such spaces.

Keywords: homogeneous polynomial, Q-reflexive space

MSC numbers: 46G25