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Hyper up-algebras | ||
| Journal of Hyperstructures | ||
| دوره 8، شماره 2، اسفند 2019، صفحه 112-122 اصل مقاله (93.64 K) | ||
| نوع مقاله: Research Paper | ||
| شناسه دیجیتال (DOI): 10.22098/jhs.2019.2618 | ||
| نویسنده | ||
| Daniel A. Romano* | ||
| International Mathematical Virtual Institute,6, Kordunaˇska Street, 78000 Banja Luka, Bosnia and Herzegobina | ||
| چکیده | ||
| In this paper, the concept of hyper UP-algebras is introduced and some related properties are investigated. Also, the concepts of hyper UP-ideals have been introduced and analyzed.In addition, the concept of homomorphisms between hyper UPalgebras is also considered. | ||
| کلیدواژه‌ها | ||
| UP-algebra؛ Hyper UP-algebra؛ Hyper UP-ideal of type 1 (2؛ 3؛ 4 res.)؛ Hyper UP-homomorphism | ||
| مراجع | ||
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[1] A. Radfar, A. Rezaei and A. B. Saeid. Hyper BE-algebras. Novi Sad J. Math.,44(2)(2014), 137–147. [2] A. T. Surdive, N. Slestin and L. Clestin. Coding theory and hyper BCK-algebras. J. Hyperstructures, 7(2)(2018), 82–93. [3] A. C. Golzio. A brief historical survey on hyperstructures in Algebra and Logic. South Am. J. Logic, 4(1)(2018), pp. 1-29. [4] A. Iampan. A new branch of the logical algebra: UP-algebras. J. Algebra Relat Top., 5(1)(2017), 35-54. [5] A. Iampan. The UP-isomorphism theorems for UP-algebras. Discuss. Math. Gen-eral Al. Appl., 39(1)(2019), 113–123. [6] D. A. Romano. Proper UP-filters in UP-algebra. Universal J. Math. Appl., 1(2)(2018), 98–100. [7] D. A. Romano. Some properties of proper UP-filters of UP-algebras. Fund. J. Math. Appl., 1(2)(2018), 109–111. [8] D. A. Romano. Notes on UP-ideals in UP-algebras. Comm. Adv. Math. Sci., 1(1)(2018), 35–38. [9] D. S. Uzay and A. Firat. On multipliers of hyper BCC-algebras. Sigma J. Eng. Nat. Sci., 9(1)(2018), 127–132. [10] F. Marty. Sur une g´en´eralisation de la notion de groupe. in Proceedings of the 8th Congress des Mathematiciens Scandinave (pp. 45–49) Stockholm 1934. [11] P. Corsini. Prolegomena of hypergroup theory. Aviani Editore, Tricesimo, 2003. [12] P. Corsini and V. Leoreanu. Applications of hyper-structure theory. Advances in Mathematics, Kluwer Academic Publisher, 2003. [13] P. Corsini. History and new possible research directions of hyperstructures. Ratio Mathematica, 21(2011), 3–26. [14] P. Mosrijai, A. Satirad and A. Iampan. The new UP-isomorphism theo-rems for UP-algebras in the meaning of the congruence determined by a UP-homomorphism. Fund. J. Math. Appl., 1(1)(2018), 12–17. [15] R. A.Borzooei and M.Bakhshi. Some results on hyper BCK-algebras. Quasi-groups and Related Systems,11(1)(2004),9–24. [16] R. A. Borzooei, W. A. Dudek and N. Koohestani. On hyper BCC-algebras. Int. J. Math. Math. Sci., Volume 2006, Article ID 49703, Pages 118. [17] S. M. Mostafa, F. F. Kareem and B. Davvaz. Hyper structure theory applied to KU-algebras. J. Hyperstructures, 6(2)(2017), 82–95. [18] X. L. Xin. Hyper BCI-algebras. Discuss. Math. General Al. Appl., 36(1)(2006),5–19. [19] Y. B. Jun, M. M. Zahedi, X. L. Xin, and R. A. Borzooei. On hyper BCK-algebras. Italian J. Pure App.Math.,10(2000),127–136. | ||
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