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Proceedings ArticleDOI

Belief Function Theory Based Biometric Match Score Fusion: Case Studies in Multi-instance and Multi-unit Iris Verification

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TLDR
Experimental results on multi-instance and multi-unit iris verification show that the proposed fusion framework with PCR rule yields the best verification accuracy even when individual biometric classifiers provide highly conflicting match scores.
Abstract
This paper presents a framework for multi-biometric match score fusion when non-ideal conditions cause conflict in the results of different classifiers. The proposed framework uses belief function theory to effectively fuse the match scores and density estimation technique to compute the belief assignments. Fusion is performed using belief models such as Transferable Belief Model (TBM) and Proportional Conflict Redistribution (PCR) Rule followed by the likelihood ratio based decision making. Experimental results on multi-instance and multi-unit iris verification show that the proposed fusion framework with PCR rule yields the best verification accuracy even when individual biometric classifiers provide highly conflicting match scores.

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Citations
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Book ChapterDOI

A Survey of Iris Biometrics Research: 2008–2010

TL;DR: This new survey is intended to update the previous one, and covers iris biometrics research over the period of roughly 2008–2010, and lists a larger number of references than the inception-through-2007 survey.
Posted Content

Multibiometric: Feature Level Fusion Using FKP Multi-Instance biometric

TL;DR: Results indicate that the multi-instance verification approach outperforms higher performance than using any single instance.
Proceedings ArticleDOI

Biometric match score fusion using RVM: A case study in multi-unit iris recognition

TL;DR: Experimental results on the CASIA-Iris-V4 Thousand database show that RVM provides better accuracy compared to single unit iris recognition and existing fusion algorithms.
Journal ArticleDOI

Feature and score fusion based multiple classifier selection for iris recognition

TL;DR: Experimental results show the versatility of the proposed system of four different classifiers with various dimensions, which has been compared with existing N hamming distance score fusion approach proposed by Ma et al, log-likelihood ratio score fusion approaches proposed by Schmid et al., and single level feature fusion approach by Hollingsworth et al.
Journal ArticleDOI

Performance Evaluation of Multimodal Multifeature Authentication System Using KNN Classification.

TL;DR: The main aim of the proposed multimodal biometric system is to increase the recognition accuracy using feature level fusion, and PCA (principal component analysis) is used to diminish the dimensionality of the feature sets as they are high dimensional.
References
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Book

A mathematical theory of evidence

Glenn Shafer
TL;DR: This book develops an alternative to the additive set functions and the rule of conditioning of the Bayesian theory: set functions that need only be what Choquet called "monotone of order of infinity." and Dempster's rule for combining such set functions.
Journal ArticleDOI

The transferable belief model

TL;DR: The transferable belief model is described, a model for representing quantified beliefs based on belief functions that can be held at two levels: a credal level where beliefs are entertained and quantified by belief functions, and a pignisticlevel where beliefs can be used to make decisions and are quantification by probability functions.
Book

Handbook of Multibiometrics

TL;DR: Details multi-modal biometrics and its exceptional utility for increasingly reliable human recognition systems and the substantial advantages of multimodal systems over conventional identification methods.
Journal ArticleDOI

New Methods in Iris Recognition

TL;DR: This paper presents more disciplined methods for detecting and faithfully modeling the iris inner and outer boundaries with active contours, leading to more flexible embedded coordinate systems and Fourier-based methods for solving problems in iris trigonometry and projective geometry.
Book ChapterDOI

The Transferable Belief Model

TL;DR: Smets, P. and R. Kennes, The transferable belief model, Artificial Intelligence 66 (1994) 191–234.
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