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Titlebook: Chaos-based Cryptography; Theory, Algorithms a Ljupco Kocarev,Shiguo Lian Book 2011 Springer Berlin Heidelberg 2011 Chaos-based Cryptograph

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书目名称Chaos-based Cryptography
副标题Theory, Algorithms a
编辑Ljupco Kocarev,Shiguo Lian
视频video
概述Thorough description and recent research of chaos-based cryptography.Covers the basic theories, algorithms and applications of chaos-based cryptography.Written by leading experts in the field
丛书名称Studies in Computational Intelligence
图书封面Titlebook: Chaos-based Cryptography; Theory, Algorithms a Ljupco Kocarev,Shiguo Lian Book 2011 Springer Berlin Heidelberg 2011 Chaos-based Cryptograph
描述.Chaos-based cryptography, attracting many researchers in the past decade, is a research field across two fields, i.e., chaos (nonlinear dynamic system) and cryptography (computer and data security). It Chaos‘ properties, such as randomness and ergodicity, have been proved to be suitable for designing the means for data protection.. .The book gives a thorough description of chaos-based cryptography, which consists of chaos basic theory, chaos properties suitable for cryptography, chaos-based cryptographic techniques, and various secure applications based on chaos. Additionally, it covers both the latest research results and some open issues or hot topics. . .The book creates a collection of high-quality chapters contributed by leading experts in the related fields. It embraces a wide variety of aspects of the related subject areas and provide a scientifically and scholarly sound treatment of state-of-the-art techniques to students, researchers, academics, personnel of law enforcement and IT practitioners who are interested or involved in the study, research, use, design and development of techniques related to chaos-based cryptography.. .
出版日期Book 2011
关键词Chaos-based Cryptography; Chaos-based Digital Watermarking; Chaos-based Encryptio; Chaos-based Pseudora
版次1
doihttps://doi.org/10.1007/978-3-642-20542-2
isbn_softcover978-3-662-50653-0
isbn_ebook978-3-642-20542-2Series ISSN 1860-949X Series E-ISSN 1860-9503
issn_series 1860-949X
copyrightSpringer Berlin Heidelberg 2011
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Digitized Chaos for Pseudo-random Number Generation in Cryptography,rom a theoretical point of view, due to their deterministic nature, PRNGs are potentially predictable by observing their generated sequences [8, 9, 10, 1]. Nevertheless, in literature some families of PRNGs are classified to be ‘secure’, meaning that their algorithmic structure involves calculations
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Lessons Learnt from the Cryptanalysis of Chaos-Based Ciphers,zation though had to overcome the desynchronization induced by the message itself. After this initial stage, the number of proposals which exploited the properties of chaotic maps for cryptographical purposes, grew in a spectacular way.
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Hardware Implementation of Chaos Based Cipher: Design of Embedded Systems for Security Applicationsadigm. The model of .’s numerical method to resolve . chaotic system requirements used as key generator for data encryption applications is detailed. This chapter describes this approach and presents a case study where the . chaotic system is implemented on a . Chip.
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Hardware Implementation of Chaos-Secured Optical Communication Systems,rized and eavesdropping receivers are discussed. Finally, ultra-fast physical random number generators based on chaotic optical signals, as well as the potential of exploiting them in secure communication systems, are investigated.
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Performance Evaluation of Chaotic and Conventional Encryption on Portable and Mobile Platforms,tion on different architectures. Our experiments reveal that chaos-based schemes outperform the conventional AES implementation in terms of CPU usage, encryption speed, and energy consumption. Particularly they consume 300-400% less CPU power, and have over 250% faster encryption speed. However, the
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Book 2011t of state-of-the-art techniques to students, researchers, academics, personnel of law enforcement and IT practitioners who are interested or involved in the study, research, use, design and development of techniques related to chaos-based cryptography.. .
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