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Primitivity Action of the Cartesian Product of an Alternating Group Acting on a Cartesian Product of Ordered Sets of Triples

Abstract

In this paper, we investigate the primitivity action properties of the cartesian product of an alternating group acting on a cartesian product of ordered sets of triples using the definition primitivity and blocks. When , the cartesian product of the alternating group, , acts imprimitively on a cartesian product of ordered sets of triples,.

Keywords

Cartesian Product and Alternating Group.In this paper, Ordered Sets of Triples, Primitivity Action, Transitivity Action

  • License

    Creative Commons Attribution 4.0 (CC BY 4.0)

  • Language & Pages

    English, 25-32

  • Classification

    DDC Code: 330.973 LCC Code: HC106.5

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