基于多项式重构问题的同态数字碎片加密方案

Mostefa Kara, A. Laouid, R. Euler, Mohammed Amine Yagoub, A. Bounceur, Mohammad Hammoudeh, S. Medileh
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引用次数: 3

摘要

在快速发展的计算机密码学领域,研究人员正积极致力于解决各种新出现的挑战,以保持未来系统的安全。许多工作都集中在解决当今系统的计算速度和海量数据大小需求上。通过关注密码操作的数量或应用范围,研究工作正在朝着计算复杂性的方向发展。在本文中,我们提出了一种非对称同态加密方案,该方案依赖于将基数转换为给定的基,从而执行水平完全同态加密(LFHE)。这种轻量级技术易于实现,适用于许多领域,特别是那些需要高速和安全的领域。
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A Homomorphic Digit Fragmentation Encryption Scheme Based on the Polynomial Reconstruction Problem
In the fast moving field of computer cryptography, researchers are actively working on addressing various emerging challenges to keep tomorrow’s systems secure. Many efforts are focused on addressing the computation speed and the massive data size requirements of today’s systems. Significant research efforts are targeting the computational complexity by focusing on the number of cryptographic operations or the scope of application. In this paper, we present an asymmetric homomorphic encryption scheme that relies on converting base numbers to a given base in such a way that Leveled Fully Homomorphic Encryption (LFHE) is performed. This lightweight technique is easy to implement and applicable in many fields, especially those that require high speed and safety.
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