摘要
引入了BCH-代数的Ω-模糊点H-理想的概念,并提供了适当的例子,研究了它的一些性质。讨论了Ω-模糊H-理想、Ω-模糊点H-理想及Ω-模糊点理想中的关系,给出模糊点H-理想与Ω-模糊点H-理想间的相互构造方法。Ω-模糊点H-理想的同态象或同态原象成为Ω-模糊点H-理想被证明,BCH-代数的Ω-模糊点H-理想与BCH-代数的积代数的Ω-模糊点H-理想之间的关系被讨论。
The notion of H - ideals of Ω - fuzzy dot in BCH - algebra is introduced, appropriate examples are provided, and some properties are investigated. The relations among the H - ideal of - fuzzy, the H - ideal of Ω - fuzzy dot and the ideal of Ω - fuzzy dot in BCH - algebra are discussed. The mutual construction between the H - ideals of fuzzy dot and the H - ideals of Ω - fuzzy dot are described. The transformation of the homomorphie image or the inverse image of the H - ideals of Ω- fuzzy dot into the H - ideals of Ω- fuzzy dot has been proved. The relations between the H - ideal of Ω - fuzzy dot in BCH - algebra and the H - ideal of Ω- fuzzy dot in the product algebra of BCH - algebra are given.
出处
《绵阳师范学院学报》
2009年第5期5-10,共6页
Journal of Mianyang Teachers＇ College
基金
四川省科技厅重点科技项目(2006J13-035)
四川省教育厅重点实验室专项资助(2006ZD050)
