On (f,g)- Derivation of BCC-algebras

Main Article Content

Bancha Nanjaras
Ekkawit Lampai
Weerapong Wongpinit
Atthchai Chada
Chaowat Mantyuen

Abstract

In this paper, we considered the properties of  gif.latex?(f,g)– derivation of BCC – algebras. Also, we characterized  gif.latex?Ker&space;~d  by  gif.latex?(f,g)– derivation.

Article Details

How to Cite
Nanjaras, B., Lampai, E., Wongpinit, W., Chada, A., & Mantyuen, C. (2022). On (f,g)- Derivation of BCC-algebras. Journal of Science and Technology, Rajabhat Maha Sarakham University, 5(2), 88–96. Retrieved from https://ph02.tci-thaijo.org/index.php/jstrmu/article/view/247684
Section
Research Articles
Author Biographies

Bancha Nanjaras, Rajabhat Maha Sarakham University

Department of Mathematics, Faculty of Science and Technology

Ekkawit Lampai, Rajabhat Maha Sarakham University

Department of Mathematics, Faculty of Science and Technology

Weerapong Wongpinit, Rajabhat Maha Sarakham University

Department of Mathematics, Faculty of Science and Technology

Atthchai Chada, Rajabhat Maha Sarakham University

Department of Mathematics, Faculty of Science and Technology

Chaowat Mantyuen, Rajabhat Maha Sarakham University

Department of Mathematics, Faculty of Science and Technology

References

Hamza, A.S.A., & Al-Shehri, N.O. (2006). Some results on derivations of BCI-algebras. Coden Jnsmac, 46, 13-19.

Jun, Y.B. & Xin, X.L. (2004). On derivations of BCI-algebras. Information Sciences, 159, 167-176.

Komori, Y. (1983). The variety generated by BCC-algebras is finitely based, Reports Faculty of Science, Shizuoka University, 17, 13-16.

Lee, S. M. and Kim, K. H. (2012). A Note on f-derivation of BCC-algebras, Pure Mathemtical Sciences, 1(2), 87-93.

Prabpayak, C. and Lerrawat, U. (2009). On derivations of BCC-algebras, Kasetsart Journal (Natural Science), 43, 398-401.