In a BCI-algebra, a congruence relation is defined by using its intrinsic ideal, thus the intrinsic quotient algebra of the BCI -algebra is obtained.
利用BCI-代数的固有理想这一概念 ,在BCI-代数中定义了一个同余关系 ,从而得到这个BCI-代数的固有商代
In this paper,we introduce the intrinsic ideal of BCI-algebra,and give some results about it.
引入了BCI—代数的固有理想这一概念，并对其进行了一些探讨。
Commutative ideals and obstinate ideal in BCI algebras;
BCI-代数的交换理想与固执理想
Study of the relationship among maximal,obstinate and weekly positive implicative ideals in BCI -algebras showed that obstinate ideal is the masimal ideal of weakly positive implicative.
本文研究ＢＣＩ一代数的极大理想、固执理想、弱正定关联理想之间的关系，得到的主要结果是：ＢＣＩ一代数的固执理想是弱正定关联的极大理