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Título

Linear Cellular Automata as Discrete Models for Generating Cryptographic Sequences

AutorCaballero Gil, Pino; Fúster Sabater, Amparo; Delgado, Óscar
Palabras claveCryptanalysis
Stream Cipher
Cellular Automata
Difference Equation
Fecha de publicaciónnov-2008
EditorAustralian Computer Society
CitaciónJournal of Research and Practice in Information Technology (JRPIT) 40(4): 283-290 (2008)
ResumenIn this paper, we develop a new cellular automata-based linear model for several nonlinear pseudorandom number generators with practical applications in symmetric cryptography. Such a model generates all the solutions of linear binary difference equations as well as many of these solutions are pseudo-random keystream sequences. In this way, a linear structure based on cellular automata may be used to generate not only difference equation solutions but also cryptographic sequences. The proposed model is very simple since it is based exclusively on successive concatenations of a basic linear automaton.
Descripción8 pages, 2 tables.-- ACM Classification Codes: E.3 (Data Encryption), B.6.1 (Design Styles), F.1.1 (Models of Computation), G.2.1 (Combinatorics).-- Previous version of the paper presented at: Sixth Australasian Information Security Conference (AISC 2008, Wollongong, NSW, Australia), available at: http://digital.csic.es/handle/10261/11021
Versión del editorhttp://www.jrpit.acs.org.au/jrpit/JRPITVolumes/JRPIT40/JRPIT40.4.255.pdf
URIhttp://hdl.handle.net/10261/11004
ISSN1443-458X
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