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    Oradea City Hall, Department of Computers, Oradea, Romania

    On the basins of attraction of the autonomous asynchronous systems

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    The autonomous asynchronous systems are the Boolean dynamical systems. Their `vector field' is a function Φ:{0,1}ⁿ→{0,1}ⁿ and time is discrete or continuous. Unlike the synchronous systems where the coordinates Φ_{1},...,Φ_{n} are computed at the same time,... at these systems Φ_{1},...,Φ_{n} are computed independently on each other, i.e. asynchronously. The purpose of the paper is that of studying the basins of attraction of the autonomous asynchronous systems. The bibliography consists in analogies.

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    Description

    Title : On the basins of attraction of the autonomous asynchronous systems
    Author(s) : Serban E. Vlad
    Abstract : The autonomous asynchronous systems are the Boolean dynamical systems. Their `vector field' is a function Φ:{0,1}ⁿ→{0,1}ⁿ and time is discrete or continuous. Unlike the synchronous systems where the coordinates Φ_{1},...,Φ_{n} are computed at the same time,... at these systems Φ_{1},...,Φ_{n} are computed independently on each other, i.e. asynchronously. The purpose of the paper is that of studying the basins of attraction of the autonomous asynchronous systems. The bibliography consists in analogies.
    Keywords : basin of attraction, asynchronous

    Subject : basin of attraction, autonomous asynchronous system
    Area : Mathematics
    Language : English
    Year : 2011

    Affiliations Oradea City Hall, Department of Computers, Oradea, Romania
    Editors : University of Alba Iulia
    Conference_title : ICTAMI 2011
    Department : Mathematics
    University : Alba Iulia
    Journal : Acta universitatis apulensis
    City : Alba Iulia
    Pages : 263-286

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    Serban E.'s Peer Evaluation activity

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