Computational methods for study of foldness of H-ideals in BCI-algebras

被引：0
作者：
Celestin Lele
Salissou Moutari
机构：
[1] University of Dschang,Department of Mathematics
[2] Université Nice-Sophia Antipolis,Laboratoire J. A. Dieudonné UMR CNRS N° 6621
来源：
Soft Computing | 2008年 / 12卷
关键词：
BCI-algebra; Fuzzy point; H-ideals; Fuzzy H-ideals; n-fold H-ideals;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
We study the notion of n-folds H-ideals in BCI-algebras as a natural generalization of H-ideals in BCI-algebras. Thanks to the concept of fuzzy point, we give some properties of n-folds and fuzzy n-folds H-ideals. Finally, we establish some algorithms for study of foldness theory of H-ideals in BCI-algebras.
引用
收藏
页码：403 / 407
页数：4
相关论文
共 37 条
[1]  
Huang Y(1999)On ideals in BCK-algebra Math Jpn 50 211-226
[2]  
Chen Z(1980)On BCI-algebra Math Semin notes 8 125-130
[3]  
Iseki K(2002)Fuzzy sub-implicative ideals in BCI-algebras Bull Korean Math Soc 39 185-198
[4]  
Jun YB(1994)Fuzzy P-ideals in BCI-algebra Math Jpn 2 271-282
[5]  
Jun YB(2002)Foldness of quasi-associative ideals in BCI-algebras Sci Math Jpn 6 227-231
[6]  
Meng J(1999)On fuzzy H-ideals in BCI-algebras. Fuzzy Sets Syst 101 153-158
[7]  
Jun YB(2006)Foldness of commutative ideals in BCK-algebras Discuss Math Gen Agebra Appl 26 111-135
[8]  
Song SZ(2007a)On some computational algorithms for n-folds ideals in BCK-algebras J Appl Math Comput 1–2 369-383
[9]  
Lele C(2007b)On n-fold quasi-associative Ideals in BCI-algebras. SAMSA J Pure Appl Math 2 1-12
[10]  
Khalid HM(2001)Njock, fuzzy ideals and weak ideals in BCK-algebras Sci Math Jpn 4 599-612
1234