Titlebook: Cellular Automata and Discrete Complex Systems; 19th International W Jarkko Kari,Martin Kutrib,Andreas Malcher Conference proceedings 2013

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A Robustness Approach to Study Metastable Behaviours in a Lattice-Gas Model of Swarmingcount their robustness? We illustrate this issue by considering the behaviour of a lattice-gas model with an alignment-favouring interaction rule. This model, which has been shown to display a phase transition between an ordered and a disordered phase, follows ergodic dynamics. We present a method b

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Leakage Squeezing Using Cellular Automataideal for leakage squeezing applications. However, in this paper we argue that few other cryptographic properties are essential for better squeezing. In this respect we analyze few Cellular Automata (CA) configurations towards suitability in leakage squeezing. It is argued that nonlinear cellular au

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1-Resiliency of Bipermutive Cellular Automata Rulesove that bipermutive rules also satisfy the condition of 1-resiliency (that is, balancedness and first order correlation-immunity), which is an important property used in the design of pseudorandom number generators for cryptographic purposes. We thus derive an enumerative encoding for bipermutive r

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On Polynomial Rings in Information Dynamics of Linear CAted in the structure of the subrings generated by the coefficients of powers of polynomials with coefficients in the above mentioned ring. We present results on the equality of these subrings together with an upper bound on the number of different subrings generated by this procedure.