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Albayrak, B., Aydin, N. and Yesil Sungur, D. (2014) Regular Elements of Semigroups Defined by the Generalized X-Semilattice. General Mathematics Notes, 23, 96-107.

has been cited by the following article:

• TITLE: Idempotent and Regular Elements of the Complete Semigroups of Binary Relations of the Class ∑3(X,9)

  AUTHORS: Barış Albayrak, Neşet Aydın

  KEYWORDS: Semilattice, Semigroup, Binary Relation

  JOURNAL NAME: Applied Mathematics, Vol.6 No.2, February 5, 2015

  ABSTRACT: In this paper, we take Q16 subsemilattice of D and we will calculate the number of right unit, idempotent and regular elements α of BX (Q16) satisfied that V (D, α) = Q16 for a finite set X. Also we will give a formula for calculate idempotent and regular elements of BX (Q) defined by an X-semilattice of unions D.