生物识别
统计
再现性
重复性
样本量测定
逻辑回归
参数统计
样品(材料)
计算机科学
诊断试验中的似然比
似然比检验
数学
模式识别(心理学)
人工智能
置信区间
化学
色谱法
作者
Xiaochen Zhu,Liansheng Tang,Elham Tabassi
标识
DOI:10.1109/btas.2017.8272737
摘要
Existing statistical methods for estimating the log-likelihood ratio from biometric scores include parametric estimation, kernel density estimation, and recently adopted logistic regression estimation. There has been a growing interest to study the repeatability and reproducibility of these methods on biometric datasets after the 2009 National Research Council report [15] and the 2016 President's Council of Advisors on Science and Technology report [1]. For a statistical forensic evaluation method to be repeatable, it needs to generate consistent log-likelihood ratios for various sample size ratios between the genuine (mated) and imposter (non-mated) scores from the same database. It is a well known fact, that for logistic regression methods, the estimated intercept value depends on the sample size ratio between the two groups. Therefore, when computing log-likelihood ratios using logistic regression estimation, different genuine and impostor sample size ratios could result in different log-likelihood ratio values. We performed extensive simulations and used face and fingerprint biometric datasets to investigate repeatability and reproducibility of existing log-likelihood ratio estimation methods.
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