Download Chaos-based Cryptography Theory, Algorithms and by Ljupco Kocarev, Shiguo Lian PDF
By Ljupco Kocarev, Shiguo Lian
Chaos-based cryptography, attracting many researchers long ago decade, is a examine box throughout fields, i.e., chaos (nonlinear dynamic process) and cryptography (computer and knowledge security). It Chaos houses, reminiscent of randomness and ergodicity, were proved to be appropriate for designing the capability for facts defense. The ebook supplies a radical description of chaos-based cryptography, which is composed of chaos simple conception, chaos homes compatible for cryptography, chaos-based cryptographic thoughts, and diverse safe functions in keeping with chaos. also, it covers either the newest study effects and a few open concerns or scorching subject matters. The booklet creates a set of high quality chapters contributed via prime specialists within the comparable fields. It embraces a wide selection of features of the similar topic parts and supply a scientifically and scholarly sound therapy of state of the art recommendations to scholars, researchers, teachers, group of workers of legislations enforcement and IT practitioners who're or eager about the examine, learn, use, layout and improvement of ideas relating to chaos-based cryptography.
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Additional resources for Chaos-based Cryptography Theory, Algorithms and Applications
8 [Shaw, 1981], along perioddoubling cascade, where [0, 1] interval is being fragmented to subintervals resulting into countably infinite singular points (the end s of each subinterval). References 1. , Lian, S. ): Intelligent Computing Based on Chaos Series: Studies in Computational Intelligence, vol. 184. Springer, Heidelberg (2009) 2. : An Introduction to Chaotic Dynamical Systems. Benjamin/Cummings, Menlo Park (1986) 3. : Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields.
Let us assume that a unimodal one-dimensional map is defined on the interval A. The most simple splitting of this interval would be to divide it in two parts A0 and A1 . Since the splitting points should be chosen such that the boundaries of the partitions are the critical points of the map, this binary partitioning is quite appropriate (unimodal maps have only one critical point). But in the general case, we decompose the interval A into N disjoint intervals Aα , α = 0 . . N − 1,ordered from left to right, such that: A = A0 ∪ A1 ∪ .
J. Stat. Phys. 19(25), A978 9. : The Metric Universal Properties of Period Doubling Bifurcations and the Spectrum for a Route to Turbulence. Ann. New York. Acad. Sci. 357, 330–336 (1980) 10. : Differentiable dynamical systems. Bull. Amer. Math. Soc. 73, 747–817 (1967) 11. : Chaos, Strange Attractors and Fractal Basin Boundaries in Nonlinear Dynamics. Science 238(585), A987d 12. : Strange Attractors, Chaotic Behavior, and Information Flow. Z. Naturforsch A 36(80), A981 13. : Chaotic Evolution and Strange Attractors.