步态生物识别密码系统中高熵字符串提取的二值化方法

Lam Tran, Thao M. Dang, Deokjai Choi
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引用次数: 0

摘要

基于惯性传感器的步态被认为是一种很有前途的移动设备用户认证方法。然而,在这样的系统中保护注册模板仍然是一项具有挑战性的任务。生物识别密码系统(BCS)为这一问题提供了优雅的方法。采用BCS的主要任务是从原始生物特征数据中提取一个有鉴别性的、高熵的、稳定的二进制字符串作为BCS的输入。遗憾的是,目前的研究在提取步态特征串时没有注意到步态特征的总体分布。因此,提取的二进制字符串具有低熵,并降低了整个系统的安全性。在本研究中,我们解决了上述缺点,提高了提取字符串的熵,同时也提高了系统的安全性。具体而言,我们设计了一种二值化方案,该方案分析步态特征的分布总体,并利用其使提取的二值字符串获得最大熵。此外,二值化设计还提供了较强的变异容忍度,以产生高度稳定的二进制字符串,增强了系统的友好性。我们使用38名志愿者在近乎真实的条件下收集的步态数据集来分析所提出的方法。实验结果表明,我们提出的二值化方法将提取的二进制字符串的熵提高了30%,系统达到了具有竞争力的性能(即在139位密钥下FAR为0.01%,FRR为9.5%)。
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A Binarization Method for Extracting High Entropy String in Gait Biometric Cryptosystem
Inertial-sensors based gait has been considered as a promising approach for user authentication in mobile devices. However, securing enrolled template in such system remains a challenging task. Biometric Cryptosystems (BCS) provide elegant approaches for this matter. The primary task of adopting BCS is to extract from raw biometric data a discriminative, high entropy and stable binary string, which will be used as input of BCS. Unfortunately, the state-of-the-art researches does not notice the gait features' population distribution when extracting such string. Thus, the extracted binary string has low entropy, and degrades the overall system security. In this study, we address the aforementioned drawback to improve entropy of the extracted string, and also enhance the system security. Specifically, we design a binarization scheme, in which the distribution population of gait features are analyzed and utilized to allow the extracted binary string achieving maximal entropy. In addition, the binarization is also designed to provide strong variation toleration to produce highly stable binary string which enhances the system friendliness. We analyzed the proposed method using a gait dataset of 38 volunteers which were collected under nearly realistic conditions. The experiment results show that our proposed binarization method improves the extracted binary string's entropy 30%, and the system achieved competitive performance (i.e., 0.01% FAR, 9.5% FRR with 139-bit key).
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