  Recently Komaki proposed latent information priors as an objective prior. In
this short article, we consider the one-step ahead prediction based on
one-sample under the binomial model. In this specific case, the latent
information prior is derived analytically and shown to be a discrete prior. It
verifies the numerical result by Komaki. As a by-product, we obtain the minimal
complete class, the minimax predictive distribution.
