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Complete left ideals in ternary semigroups

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In this paper we introduce the notions of complete leftideals in ternarysemigroups. We also define direct product and left unit of a ternarysemigroups. And obtain some results from these ideals. We obtain the relation between the complete leftideals and set of all (0, 1) regular elements of a ternarysemigroups.

Abstract

In this paper we introduce the notions of complete leftideals in ternarysemigroups. We also define direct product and left unit of a ternarysemigroups. And obtain some results from these ideals. We obtain the relation between the complete leftideals and set of all (0, 1) regular elements of a ternarysemigroups.

참고문헌 (8)

  1. Anjaneyulu.A, "Structure and ideal theory of semigroups", ANU, pp.1980
  2. Clifford.A.H, "The algebraic theory of semigroups, vol.1", American Math.society
  3. Fabrici.I, "On complete ideals in semigroups", Matematicky casopis., 18(1), pp.34~39 (1968)
  4. Kar.S, "On ideals in ternary semigroups", Int.Jour.Math.Gen.Sci., 18, pp.3015~3023 (2005)
  5. Petrich.M, "Prime ideals of the cartesian product of two semigroups", Czechoslovak mathematical journal, 12(1), pp.150~152 (1962)
  6. Sarala.y, "Ideals in ternary semigroups", International e-journal of mathematics and engineering., 203, pp.1950~1968 (2013)
  7. Shabir.M, "Prime ideals in ternary semigroups", Asian-European journal of mathematics, 2, pp.139~152 (2009)
  8. Sioson.F.M, "Ideal theory in ternary semigroups", Math.Japan, 10, pp.63~84 (1965)

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