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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2018.1
- 수록면
- 627 - 635 (9page)
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초록· 키워드
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In this paper, we use the notion of characters of transformations provided in [8] by Purisang and Rakbud to de ne a notion of weak regularity of transformations on an arbitrarily xed set X. The regularity of a semigroup of weakly regular transformations on a set X is also investigated.
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참고문헌 (11)
참고문헌 신청
J. Araujo / 2004 / Semigroups of transformations preserving an equivalence relation and a cross-section / Commun. Algebra 32(5):1917~1935
V. H. Fernandes / 2016 / On semigroups of orientation-preserving transformations with restricted range / Comm. Algebra 44(1):253~264
Preeyanuch Honyam / 2011 / SEMIGROUPS OF TRANSFORMATIONS WITH INVARIANT SET / 대한수학회지 48(2):289~300
P. Huisheng / 1994 / Equivalences, α-semigroups and α-congruences / Semigroup Forum 49(1):49~58
P. Huisheng / 2005 / Regularity and Green's relations for semigroups of transformations that preserve an equivalence / Commun. Algebra 33(1):109~118
V. H. Fernandes / 2016 / On semigroups of orientation-preserving transformations with restricted range / Comm. Algebra 44(1):253~264
Preeyanuch Honyam / 2011 / SEMIGROUPS OF TRANSFORMATIONS WITH INVARIANT SET / 대한수학회지 48(2):289~300
P. Huisheng / 1994 / Equivalences, α-semigroups and α-congruences / Semigroup Forum 49(1):49~58
P. Huisheng / 2005 / Regularity and Green's relations for semigroups of transformations that preserve an equivalence / Commun. Algebra 33(1):109~118
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