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- Title
Intuitionistic fuzzy injective S-act and intuitionistic fuzzy injective quasi injective S-act.
- Authors
Mahmood, J. S.; Abdul-Kareem, A. S.
- Abstract
In this paper the concept of intuitionistic fuzzy quasi injective S-act (for short IFQI-act) and intuitionistic fuzzy injective S-act (IFI-act) have been initiated and some of their properties, also the IF-retract IF-fully invariant and IF-fully stable S-acts have been studied. We show that every IF-retract of IFQI-act is also IFQI-act. Finally, a characterization of IFQI-act has been given in term of the intuitionistic fuzzy endomorphism of the injective envelope of it. Haryeni et al. in [8] found that the edge irregularity strength of fan graphs Fn where n 2 ϵ{2,3,4,5,6} is n + 1. In this paper, we generalise this result for n = 2,3,4, Also we state the edge irregularity strength and modular edge irregularity strength for some lollipop graphs.
- Subjects
LOLLIPOPS; ENDOMORPHISMS; INJECTIVE functions
- Publication
Journal of Algebra & Applied Mathematics, 2024, Vol 22, Issue 1, p33
- ISSN
2319-7234
- Publication type
Article