Hierarchical mixture models for assessing fingerprint individuality
Sarat C. Dass, Mingfei Li

TL;DR
This paper introduces hierarchical mixture models with a Bayesian inference approach to quantify fingerprint individuality, capturing population variability and improving the assessment of fingerprint evidence in forensic contexts.
Contribution
It develops a novel hierarchical mixture modeling framework with Bayesian inference for assessing fingerprint individuality, addressing population variability and complexity.
Findings
Hierarchical mixture models effectively represent fingerprint feature variability.
Bayesian inference via reversible jump MCMC estimates model parameters.
Application to NIST data demonstrates practical utility in forensic analysis.
Abstract
The study of fingerprint individuality aims to determine to what extent a fingerprint uniquely identifies an individual. Recent court cases have highlighted the need for measures of fingerprint individuality when a person is identified based on fingerprint evidence. The main challenge in studies of fingerprint individuality is to adequately capture the variability of fingerprint features in a population. In this paper hierarchical mixture models are introduced to infer the extent of individualization. Hierarchical mixtures utilize complementary aspects of mixtures at different levels of the hierarchy. At the first (top) level, a mixture is used to represent homogeneous groups of fingerprints in the population, whereas at the second level, nested mixtures are used as flexible representations of distributions of features from each fingerprint. Inference for hierarchical mixtures is more…
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