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Design and analysis of pairing protocol for bluetooth enabled devices using R-LWE Lattice-based cryptography

机译:使用基于R-LWE格子的加密技术对蓝牙设备的配对协议进行设计和分析

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摘要

Secure Simple Pairing protocol of Bluetooth introduced in Bluetooth version 2.1 +EDR has security issues. Shared secret key using Elliptic Curve Diffie-Hellman algorithm generated in public key exchange phase, is subsequently used for authentication of devices and for computing Link key. The stability of Elliptic-Curve-Diffie-Hellman is based on the determination of order and structure of a finite Abelian group and computation of Elliptic Curve Discrete Logarithm (ECDLP) in a cyclic group. An algorithm for a quantum computers exists, that can figure out the inverse of Elliptic Curve Discrete Logarithm in polynomial time. Therefore, it demands a safe and sound cryptosystem for quantum computers. A revision to boost the security of pairing and authentication process in the Secure Simple Pairing (SSP) protocol of Bluetooth intended for classical and quantum computers is proposed called as Classiquantum Resistance Secure Simple Pairing protocol. On simulating the proposed protocol, it is studied that the proposed protocol is superior over SSP, as far as security performance by enhancement of key strength and by wrapping link key with two R-LWE secret key, is concerned.
机译:蓝牙版本2.1 + EDR中引入的蓝牙安全简单配对协议存在安全问题。使用在公共密钥交换阶段生成的椭圆曲线Diffie-Hellman算法的共享密钥随后用于设备身份验证和计算链接密钥。椭圆曲线-迪菲-赫尔曼的稳定性基于有限阿贝尔群的阶数和结构的确定以及循环群中椭圆曲线离散对数(ECDLP)的计算。存在一种用于量子计算机的算法,该算法可以找出多项式时间内椭圆曲线离散对数的逆。因此,它需要用于量子计算机的安全可靠的密码系统。提出了一种旨在提高用于经典计算机和量子计算机的蓝牙安全简单配对(SSP)协议中增强配对和身份验证过程安全性的修订,称为“类量子抗性安全简单配对协议”。在仿真所提出的协议时,研究到所提出的协议优于SSP,在安全性方面,它通过增强密钥强度和用两个R-LWE秘密密钥包装链接密钥来实现。

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