Ricerc@Sapienza

Data de-duplication is the process of finding records in one or more datasets belonging to the same entity. In this paper we tackle the de-duplication process via a latent entity model, where the observed data are perturbed versions of a set of key variables drawn from a finite population of $N$ different entities. The main novelty of our approach is to consider the population size $N$ as an unknown model parameter. As a result, one salient feature of the proposed method is the capability of the model to account for the de-duplication uncertainty in the population size estimation. As by-products of our approach we illustrate the relationships between de-duplication problems and capture-recapture models and we obtain a more adequate prior distribution on the linkage structure. Moreover we propose a novel simulation algorithm for the posterior distribution of the matching configuration based on the marginalization of the key variables at the population level. We apply our approach to two synthetic data sets comprising German names. In addition we illustrate a real data application matching records from two lists reporting victims killed in the recent Syrian conflict.