  Let Uq(g) be the quantum affine superalgebra associated with an affine
Kac-Moody superalgebra g which belongs to the three series
osp(1|2n)^(1),sl(1|2n)^(2) and osp(2|2n)^(2). We develop vertex operator
constructions for the level 1 irreducible integrable highest weight
representations and classify the finite dimensional irreducible representations
of Uq(g). This makes essential use of the Drinfeld realisation for Uq(g), and
quantum correspondences between affine Kac-Moody superalgebras, developed in
earlier papers.
