paper-with-me

Papers

Forensic Iris Image-Based Post-Mortem Interval Estimation

2024-04-15 · Rasel Ahmed Bhuiyan, Adam Czajka

Post-mortem iris recognition is an emerging application of iris-based human identification in a forensic setup. One factor that may be useful in conditioning iris recognition methods is the tissue decomposition level, which is correlated with the post-mortem interval (PMI), \ie the number of hours that have elapsed since death. PMI, however, is not always available, and its precise estimation remains one of the core challenges in forensic examination. This paper presents the first known to us method of the PMI estimation directly from iris images captured after death. To assess the feasibility of the iris-based PMI estimation, we designed models predicting the PMI from (a) near-infrared (NIR), (b) visible (RGB), and (c) multispectral (RGB+NIR) forensic iris images. Models were evaluated following a 10-fold cross-validation, in (S1) sample-disjoint, (S2) subject-disjoint, and (S3) cross-dataset scenarios. We explore two data balancing techniques for S3: resampling-based balancing (S3-real), and synthetic data-supplemented balancing (S3-synthetic). We found that using the multispectral data offers a spectacularly low mean absolute error (MAE) of $\approx 3.5$ hours in the scenario (S1), a bit worse MAE $\approx 17.5$ hours in the scenario (S2), and MAE $\approx 45.77$ hours in the scenario (S3). Additionally, supplementing the training set with synthetically-generated forensic iris images (S3-synthetic) significantly enhances the models' ability to generalize to new NIR, RGB and multispectral data collected in a different lab. This suggests that if the environmental conditions are favorable (\eg, bodies are kept in low temperatures), forensic iris images provide features that are indicative of the PMI and can be automatically estimated.

📄 PDF Abstract BibTeX arXiv:2404.10172

Code (0)

등록된 구현이 없습니다.

Tasks

Iris Recognition

Methods 이 논문이 사용한 방법론

SET Dynamic Sparse Training method where weight mask is updated randomly periodically
MAE 설명 없음

Similar Papers 제목 키워드 기반

Forensic Iris Image Synthesis

2023-12-07 · Rasel Ahmed Bhuiyan, Adam Czajka

Post-mortem iris recognition is an emerging application of iris-based human identification in a forensic setup, able to correctly identify deceased subjects even three weeks post-mortem. This technique thus is considered…

Image GenerationIris Recognition

Beyond Mortality: Advancements in Post-Mortem Iris Recognition through Data Collection and Computer-Aided Forensic Examination

2026-03-27 · Rasel Ahmed Bhuiyan, Parisa Farmanifard, Renu Sharma, Andrey Kuehlkamp 외 arxiv

Post-mortem iris recognition brings both hope to the forensic community (a short-term but accurate and fast means of verifying identity) as well as concerns to society (its potential illicit use in post-mortem impersonat…

Post-mortem Iris Decomposition and its Dynamics in Morgue Conditions

2019-11-07 · Mateusz Trokielewicz, Adam Czajka, Piotr Maciejewicz

With increasing interest in employing iris biometrics as a forensic tool for identification by investigation authorities, there is a need for a thorough examination and understanding of post-mortem decomposition processe…

Iris Recognition

Human Saliency-Driven Patch-based Matching for Interpretable Post-mortem Iris Recognition

2022-08-03 · Aidan Boyd, Daniel Moreira, Andrey Kuehlkamp, Kevin Bowyer 외

Forensic iris recognition, as opposed to live iris recognition, is an emerging research area that leverages the discriminative power of iris biometrics to aid human examiners in their efforts to identify deceased persons…

Decision MakingIris Recognition

Data-Driven Segmentation of Post-mortem Iris Images

2018-07-11 · Mateusz Trokielewicz, Adam Czajka

This paper presents a method for segmenting iris images obtained from the deceased subjects, by training a deep convolutional neural network (DCNN) designed for the purpose of semantic segmentation. Post-mortem iris reco…

Image SegmentationIris RecognitionIris SegmentationSegmentation+1