• Title of article

    SOFT GROUP BASED ON SOFT ELEMENT

  • Author/Authors

    ghosh, jayanta manickpur adarsha vidyapith - department of mathematics, india , mandal, dhananjoy university of calcutta - department of pure mathematics, India , samanta, t. k. uluberia college - department of mathematics, India

  • From page
    141
  • To page
    159
  • Abstract
    Using the notion of soft element [13], in this paper, we define a binary operation on the set of all nonempty soft elements of a given soft set to introduce soft groupoid. Then we give the definition of soft group based on soft elements and establish necessary and su cient conditions for a soft set to be a soft group. Also we compare some properties like commutative property, cyclic property of soft group with those of given parameter set and initial universe set.
  • Journal title
    Jordan Journal Of Mathematics an‎d Statistics
  • Journal title
    Jordan Journal Of Mathematics an‎d Statistics
  • Record number

    2643930

    • Link To Document
    https://search.isc.ac/dl/search/defaultta.aspx?DTC=10&DC=2643930