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Statistics of fingerprint minutiae frequency and distribution based on automatic minutiae detection method
Mengting Gao1, Yunqi Tang2, Huan Liu3
1School of Criminal Investigation, People's Public Security University of China, Beijing 10038, China.
Forensic Science International
|February 5, 2023
Summary
This study quantifies fingerprint minutiae frequencies using YOLOv5, providing essential data for probabilistic fingerprint identification models. Findings detail the occurrence ranges for six minutiae types across fingers and patterns.
Area of Science:
- Forensic Science
- Biometrics
- Computer Vision
Background:
- The scientific validity of fingerprint evidence has been debated since the Daubert case.
- Traditional fingerprint identification methods face ongoing scrutiny.
- Quantitative, statistics-based approaches to fingerprint minutiae analysis are emerging.
Purpose of the Study:
- To develop an automatic algorithm for classifying fingerprint minutiae.
- To statistically evaluate the occurrence frequencies of different minutiae types.
- To provide data for developing probabilistic fingerprint identification models.
Main Methods:
- Utilized the deep convolution neural network YOLOv5 for automatic minutiae detection and classification.
- Analyzed a large dataset of 619,297 fingerprint images.
- Calculated frequency ranges for six types of minutiae: ridge endings, bifurcations, independent ridges, spurs, lakes, and crossovers.
Main Results:
- Established frequency ranges for six minutiae types per finger (e.g., ridge endings [68.49, 70.81]%, bifurcations [26.37, 27.26]%).
- Observed variations in minutiae distribution across ten finger positions and four finger patterns (arch, left loop, right loop, whorl).
- Quantified the number and frequency of minutiae, differentiating their evaluative significance.
Conclusions:
- The study provides crucial quantitative data on fingerprint minutiae frequencies.
- Results support the development of more robust, probability-based fingerprint identification systems.
- This research addresses the need for statistically grounded evidence in forensic biometrics.
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