利用热噪声理论和真随机数生成实现后量子密码学

Protais Ndagijimana, F. Nahayo, M. Assogba, Adoté François-Xavier Ametepe, J. Shabani
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引用次数: 2

摘要

量子计算机和算法的出现对对称和非对称密码系统的语义安全性提出了挑战。因此,实现新的密码原语是必不可少的。他们必须遵循量子计算器的突破和特性,这些突破和特性使现有的密码系统变得脆弱。在本文中,我们提出了一个基于对体积为58.83cm3的电子系统的体积元件的热噪声功率的评估的随机数生成模型。我们通过对每个体积元素的温度进行采样来证明攻击者很难进行攻击。在12秒内,我们为7个卷元素生成了187位随机生成的密钥流,这些密钥将通过量子密码学的特性从源传输到目的地。
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Towards Post-Quantum Cryptography Using Thermal Noise Theory and True Random Numbers Generation
The advent of quantum computers and algorithms challenges the semantic security of symmetric and asymmetric cryptosystems. Thus, the implementation of new cryptographic primitives is essential. They must follow the breakthroughs and properties of quantum calculators which make vulnerable existing cryptosystems. In this paper, we propose a random number generation model based on evaluation of the thermal noise power of the volume elements of an electronic system with a volume of 58.83 cm3. We prove through the sampling of the temperature of each volume element that it is difficult for an attacker to carry out an exploit. In 12 seconds, we generate for 7 volume elements, a stream of randomly generated keys of 187 digits that will be transmitted from source to destination through the properties of quantum cryptography.
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