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Titlebook: Membrane Computing; 7th International Wo Hendrik Jan Hoogeboom,Gheorghe Păun,Arto Salomaa Conference proceedings 2006 Springer-Verlag Berli

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Extended Spiking Neural P Systemsal completeness of extended spiking neural P systems and for the characterization of semilinear sets and regular languages by finite extended spiking neural P systems (defined by having only finite checking sets in the rules assigned to the cells) with only a bounded number of neurons.
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Expressing Control Mechanisms of Membranes by Rewriting Strategiesnes. We provide strategies for maximally parallel rewriting, and for maximally parallel rewriting with priorities between rules. Maximally parallel rewriting with promoters or inhibitors requires an additional encoding of the rules.
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Tissue P Systems with Communication Modes This notion of a communication mode is inspired by the concept of a derivation mode used in the area of grammar systems. Three different communication modes are identified depending on both the way the objects are moved from one cell to another one, altogether as a multiset or independently from ea
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Towards a Hybrid Metabolic Algorithmhybrid version of the formerly known Metabolic Algorithm that is enriched with stochastic features, whose impact on the dynamics of the system is especially prominent when the amount of metabolite becomes smaller. This hybrid procedure represents a first attempt to let the Metabolic Algorithm deal w
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Towards a P Systems Pseudomonas Quorum Sensing Modelto an increase in the effectiveness of its virulence. In this paper we derived a mechanistic P systems model to describe the behavior of a single bacterium and we discuss a possible approach, based on an evolutionary algorithm, to tune its parameters that will allow a quantitative simulation of the
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Membrane Systems with External Control, where a string of promoters (called the control string) “travels” through the regions, activating the rules of the system. This control string is present in the skin region at the beginning of the computation – one can interpret that it has been inserted in the system before starting the computati
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A Case Study in (Mem)Brane Computation: Generating Squares of Natural Numbersteractions, namely, P systems and Brane Calculi. We compare the two formalisms with respect to their ability to act as generator devices. In particular, we show different ways of generating the set . in P systems and in Brane Calculi.
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Computing with Genetic Gates, Proteins, and Membranesesenting proteins – is driven by genetic gates: a new object is produced when all the activator objects are present, and no inhibitor object is available. Activator objects are not consumed by the application of such an evolution rule. Objects disappear because of degradation: each object is equippe
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