Titlebook: Reversibility and Universality; Essays Presented to Andrew Adamatzky Book 2018 Springer International Publishing AG 2018 Reversibility.Uni

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Power Consumption in Cellular Automata, well with the most of the upcoming nanotechnological and parallel computation aspects. Algorithms based on CAs are ideally suited for hardware implementation, due to their discreteness and their simple, regular and modular structure with local interconnections. On the other hand, power dissipation

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,On Radius 1 Nontrivial Reversible and Number-Conserving Cellular Automata,traints for a CA, it was conjectured that one-dimensional reversible and number-conserving CA (RNCCA) only has a limited computing ability. Particularly in the case of radius 1/2 (2-neighbor), it was shown that the class of RNCCA is equal to a trivial class of CA, so called shift-identity product ce

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The Computing Power of Determinism and Reversibility in Chemical Reaction Automata,vol. 8727, pp. 53–66, (2014), [.]). A CRA consists of a finite set of reactions (or pairs of multisets called reactants and products, respectively) and an initial multiset as well as a set of final multisets. Taking an input symbol in the current configuration (multiset) a CRA changes it into a new

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On Non-polar Token-Pass Brownian Circuits, stochastic search mechanism to drive computations from a state of input to a state of output. Token-Pass circuits are a type of circuits in which wires will not merge or split. Rather, they are linear: each token remains on its wire during computation, and it will interact with other tokens only at

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An Overview of 2D Picture Array Generating Models Based on Membrane Computing,e well-established notions and techniques of formal string language theory. On the other hand the versatile computing model with a generic name of P system in the area of membrane computing, has turned out to be a rich framework for different kinds of problems in a variety of fields. Picture array g

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Input-Position-Restricted Models of Language Acceptors,achine models such as deterministic reversal-bounded multicounter machines, one restriction is the class of all machines that do not subtract from any counters before the end the input. Similar restrictions are defined on different combinations of stores with many machine models (nondeterministic an