利用椭圆曲线密码及生物识别技术加强电子商务应用的一次性密码安全性

Dindayal Mahto, D. Yadav
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引用次数: 19

摘要

一次性密码(OTP)的安全性至关重要,因为目前大多数电子商务交易都是借助这种机制进行的。OTP用于对抗重放攻击/窃听。重放攻击或窃听是一种针对联网计算环境或隔离计算环境的攻击。为了实现112位的安全级别,RSA (Rivest Shamir and Adleman)算法需要2048位的密钥大小,而ECC (Elliptic Curve Cryptography)算法需要224-255位的密钥大小。大多数现有安全模型实现的另一个问题是密钥的存储。加密密钥通常以安全的方式保存,可以通过猜测/社会工程或通过暴力攻击获得。这成为一个薄弱环节,并导致安全模型中敏感数据的完整性问题。为了克服上述问题,将生物识别技术与密码学相结合,建立了强大的安全模型。本文提出了一种基于手掌静脉生物特征的ECC增强的OTP系统安全模型。与其他流行的公钥加密模型相比,该模型在密钥大小较小的情况下具有更好的安全性。加密密钥也不需要记住或保存在任何地方,这些密钥是在需要时生成的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Enhancing security of one-time password using Elliptic Curve Cryptography with biometrics for e-commerce applications
Security of one-time password (OTP) is essential because nowadays most of the e-commerce transactions are performed with the help of this mechanism. OTP is used to counter replay attack/eavesdropping. Replay attack or eavesdropping is one type of attacks on network-connected computing environment or isolated computing environment. For achieving 112 bits of security level, Rivest Shamir and Adleman (RSA) algorithm needs key size of 2048 bits, while Elliptic Curve Cryptography (ECC) needs key size of 224-255 bits. Another issue with most of the existing implementation of security models is storage of secret keys. Cryptographic keys are often kept in en-secured way that can either be guessed/social-engineered or obtained through brute force attacks. This becomes a weak link and leads integrity issues of sensitive data in a security model. To overcome the above problem, biometrics is combined with cryptography for developing strong security model. This paper suggests an enhanced security model of OTP system using ECC with palm-vein biometrie. This model also suggests better security with lesser key size than other prevalent public key crypto-model. The cryptographic keys are also not required to memorize or keep anywhere, these keys are generated as and when needed.
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