In a recent paper,' we evaluated the ring-closure probability with the end orientations specified, or the corresponding Jacobson-Stockmayer ( J ) factor,2 defined as the ratio of equilibrium constants for cyclization and bimolecular association, for a twisted wormlike chain, that is, a special case of the helical wormlike chain.3--5For short contour lengths, evaluation has been made through (topological-) linking-number-dependent ring-closure probabilities. Also, the equation for the J factor has been applied to an analysis of the experimental data obtained recently by Shore et a l . 6~~ for DNA. In this communication, we report the results of an analysis of the data of Shore and Baldwins for the distribution of topoisomers obtained in the cyclization, i.e., closed circular DNA species with different linking numbers, by the use of the equations for the latter.We first give a brief description of the model adopted and the basic equations where Co and C1 as functions of AN and 1 + a are given by Eqs. (38) and (39) of Ref.1. We also note that the first term in the exponential in Eq.(1) represents the total