On (m,n)-bi-ideals in LA-semigroups

Araştırma Makalesi

Yıl 2018, Sayı: 25, 65 - 71, 06.10.2018

In this paper we study define of an (m,n)-bi-ideals in LA-semigroup and study basic properties of it.

[1] C. Jirojkul, R. Sripakorn and R. Chinran Minimal Quasi-Ideals in ¡-Semigroups Quasi-idels of semigroup, International Mathematical Forum.4 (2009) 7-11.
[2] M. A. Ansari and M. R. Khan 2011, Note on (m; n) bi-¡-ideals in ¡-semigroups, Rend.Circ. Mat. Palermo 60 (2011) 31-42.
[3] M. Akram, N. Yaqood and M. Khan On (m; n)-ideals in LA-semigroups, Applied Mathematical Science 7 (2013) 2187-2191.
[4] M. Khan, Faisal, and V. Amjid Ideals in intra-regular left almost semigroups, arXiv:1012.5598v1 [math.GR] (2010) pp. 1-10.
[5] M. Khan, Faisal, and V. Amjid On some classes of Abel-Grassmann's groupoids arXiv:1010.5965v2 [math.GR] (2010) 1-6.
[6] M. Sarwar (Kamran) Conditions for LA-semigroup to resemble associative structures, PhD thesis. Quaid-i-Azam University, 1933.
[7] M. Shabir and S. Naz Pure spetrum of an AG-groupoid with left identity and zero, World Applied Sciences Journal 17 (2012) 1759-1768.
[8] Q. Mushtaq and M. Khan 2009 M-System in LA-semigroups, Southeast Asian Bulletin of Mathematics 33 (2009) 321-327.
[9] T. Gaketem On (m; n)-quasi-ideals in LA-semigroups, Applied Science 7 (2015) 57-61.
[10] W. Khan, F. Yousafzai and M. Khan On generalized ideals of left almost semi-groups, European Journal of Pure and Applied Mathematics 9 (2016) 277-291.

Yıl 2018, Sayı: 25, 65 - 71, 06.10.2018

[1] C. Jirojkul, R. Sripakorn and R. Chinran Minimal Quasi-Ideals in ¡-Semigroups Quasi-idels of semigroup, International Mathematical Forum.4 (2009) 7-11.
[2] M. A. Ansari and M. R. Khan 2011, Note on (m; n) bi-¡-ideals in ¡-semigroups, Rend.Circ. Mat. Palermo 60 (2011) 31-42.
[3] M. Akram, N. Yaqood and M. Khan On (m; n)-ideals in LA-semigroups, Applied Mathematical Science 7 (2013) 2187-2191.
[4] M. Khan, Faisal, and V. Amjid Ideals in intra-regular left almost semigroups, arXiv:1012.5598v1 [math.GR] (2010) pp. 1-10.
[5] M. Khan, Faisal, and V. Amjid On some classes of Abel-Grassmann's groupoids arXiv:1010.5965v2 [math.GR] (2010) 1-6.
[6] M. Sarwar (Kamran) Conditions for LA-semigroup to resemble associative structures, PhD thesis. Quaid-i-Azam University, 1933.
[7] M. Shabir and S. Naz Pure spetrum of an AG-groupoid with left identity and zero, World Applied Sciences Journal 17 (2012) 1759-1768.
[8] Q. Mushtaq and M. Khan 2009 M-System in LA-semigroups, Southeast Asian Bulletin of Mathematics 33 (2009) 321-327.
[9] T. Gaketem On (m; n)-quasi-ideals in LA-semigroups, Applied Science 7 (2015) 57-61.
[10] W. Khan, F. Yousafzai and M. Khan On generalized ideals of left almost semi-groups, European Journal of Pure and Applied Mathematics 9 (2016) 277-291.

Toplam 10 adet kaynakça vardır.

APA	Gaketem, T. (2018). On (m,n)-bi-ideals in LA-semigroups. Journal of New Theory(25), 65-71.
AMA	Gaketem T. On (m,n)-bi-ideals in LA-semigroups. JNT. Ekim 2018;(25):65-71.
Chicago	Gaketem, Thiti. “On (m,n)-Bi-Ideals in LA-Semigroups”. Journal of New Theory, sy. 25 (Ekim 2018): 65-71.
EndNote	Gaketem T (01 Ekim 2018) On (m,n)-bi-ideals in LA-semigroups. Journal of New Theory 25 65–71.
IEEE	T. Gaketem, “On (m,n)-bi-ideals in LA-semigroups”, JNT, sy. 25, ss. 65–71, Ekim 2018.
ISNAD	Gaketem, Thiti. “On (m,n)-Bi-Ideals in LA-Semigroups”. Journal of New Theory 25 (Ekim 2018), 65-71.
JAMA	Gaketem T. On (m,n)-bi-ideals in LA-semigroups. JNT. 2018;:65–71.
MLA	Gaketem, Thiti. “On (m,n)-Bi-Ideals in LA-Semigroups”. Journal of New Theory, sy. 25, 2018, ss. 65-71.
Vancouver	Gaketem T. On (m,n)-bi-ideals in LA-semigroups. JNT. 2018(25):65-71.

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