On (f,g)- Derivation of BCC-algebras
Main Article Content
Abstract
In this paper, we considered the properties of – derivation of BCC – algebras. Also, we characterized
by
– 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
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.