Finitely bi-quasieegular Relations

Authors

  • Milovan Vinčić Faculty of Economics, Banja Luka University Majke Jugović Street 4, 78000 Banja Luka
  • Daniel A. Romano Faculty of Education East Sarajevo University, Semberski ratari Street b.b., 76300 Bijeljina

DOI:

https://doi.org/10.5644/SJM.10.1.03%20

Keywords:

Bi-quasiregular relations, finitely bi-quasiregular relations

Abstract

In this paper, analogously to the study of finitely regular (conjugative, dually normal and quasi-conjugative) relations, finitely bi-quasiregular relations are introduced and investigated. More concretely, after some preparations, an intrinsic characterization of such relations is established.

Downloads

Download data is not yet available.

References

Guanghao Jiang and Luoshan Xu: Conjugative relations and applications, Semigroup Forum, 80 (1) (2010), 85--91.

Guanghao Jiang and Luoshan Xu: Dually normal relations on sets, Semigrouop Forum, 85 (1) (2012), 75--80.

J. M. Howie: An Introduction to Semigroup Theory, Academic Press, 1976.

D. A. Romano: Quasi-regular relations - A new class of relations on sets, Publ. Inst. Math. (Beograd) (N.S.), 93 (107) (2013), 127--132.

D. A. Romano and M.Vinčić: Finitelly quasi-conjugative relations, Bull. Int. Math. Virtual Inst., 3 (1) (2013), 29--34.

D. A. Romano: Two new classes of relations, Symposium Mathematics and Applications, Faculty of Mathematics, University of Belgrade, May 24--25, 2013. (To appear)

X.-Q. Xu and Y. M. Liu, Relational Representations of Hypercontinuous Lattices, In: Domain Theory, Logic, and Computation, Kluwer, Dordrecht, 2003, 65--74.

Downloads

Published

04.06.2024

How to Cite

Vinčić, M., & Romano, D. A. . (2024). Finitely bi-quasieegular Relations. Sarajevo Journal of Mathematics, 10(1), 21–26. https://doi.org/10.5644/SJM.10.1.03

Issue

Section

Articles