(V,M)-semi-reflexivity, (V,M,G)-reflexivity and M-quasi-reflexivity in locally convex spaces

In this paper, "a locally convex space," or simply "an l.c. space," means "a locally convex, Hausdorff, topological vector space," either real or complex. For an arbitrary l.c. space E[T], necessary and sufficient conditions are found in order for there to exist an l.c. space F[U], a covering of F with bounded subsets of F, and a linear homeomorphism [Phi]:E[T] -> F'[T[lowered G']], where T[lowered G'] is the G'-topology on F' for the pairing <F,F'>...