Local state probabilities of the lattice analogues of the N = 2 superconformal grassmannian models

We give the exact solution of the local state probabilities of the off-critical lattice analogues of the N = 2 superconformal grassmannian models recently proposed by Nemeschansky and Warner. We formulate the models as sorts of cyclic solid-on-solid models by identifying the local states periodically in the U(1)-direction. The characters in the corresponding conformal theories are partly reproduced.