设计基于混沌的轻量级密码原语:比较分析

Qeios Pub Date : 2024-05-17 DOI:10.32388/k65hzs
D. Tiwari, Bhaskar Mondal
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引用次数: 0

摘要

背景:由于在开发现象混沌及其理想特性方面所做的巨大努力,不同的研究人员都表示有兴趣通过结合其有益特性来开发安全可靠的密码基元。但是,对混沌的不正确实现和对可疑有限精度技术的依赖可能会导致相互矛盾的结果。目标:本研究的目的是界定混沌的程度及其在构建密码基元时的属性利用,以此作为其安全性和可靠性的研究领域。方法:这项工作采用比较分析的方法来介绍基于混沌的密码基元的设计方法。这项研究利用了过去三十年来在重要会议和期刊上发表的重要文献。结果:利用混沌非线性系统设计密码基元的研究分为几个领域。结果:利用混沌非线性系统设计密码学基元的研究分为几个领域,介绍了在密码学基元设计研究中整合的模拟和数字模式的混沌实现。报告了用于验证算法的评估指标。报告了在不同实验中比较的几种混沌固定实现的结果。结论:这项研究有助于确定与密码基元设计相关的几个科学学科中基于混沌的实现的进展情况。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of Lightweight Chaos based Cryptographic Primitives: A Comparative Analysis
CONTEXT: Due to enormous efforts in the development of phenomenal chaos and its desirable properties, various researchers have expressed an interest in developing secure and reliable cryptography primitives by incorporating its benedictory properties. But incorrect implementations of chaos and dependence on dubious finite precision technologies could lead to contradicting results.  OBJECTIVE: The aims of this research is to delineate the degree of chaoticity and its attribute utilization in the construction of cryptography primitives as a research arena for their security and dependability.  METHOD: This work uses a comparative analysis to present the method of design of chaos-based cryptographic primitives. The study makes use of a panoramic collection of distinguished publications that have appeared in distinguished conferences and journals over the past three decades. An in-depth comparative analysis on lightweight implementations of chaos based cryptographic primitives is presented using standard metrics. RESULTS: Research leveraging chaotic nonlinear systems to design cryptography primitives is classified into several domains. Chaos implementations in both analog and digital mode that were integrated in the design of cryptography primitives research are presented. Reports the evaluation metrics used to verify the algorithms. Results of several chaos-fixated implementations that have been compared across differing experiments are reported.  CONCLUSION: The research is useful in determining the progress of chaos-based implementations in several scientific disciplines pertaining to the design of cryptographic primitives.
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