【摘要】 对 |P (X) | =2、 |SP (X) | =2和 |P (X) | =2、 |SP (X) | =4五阶BCI-代数X的计数问题进行了讨论 .结论是 :|P (X) | =2、 |SP (X) | =2的五阶BCI -代数有二个 ;|P (X) | =2、 |SP (X) | =4的五阶BCI-代数有二个 .更多还原

【Abstract】 This paper discusses the 5-order BCI-algebra calculation when |P(X)|=2?|SP(X)|=2, and |P(X)|=2?|SP(X)|=4. The conclusion is that there are two 5-order BCI-algebras when |P(X)|=2? |SP(X)|=2, and two 5-order BCI-algebras when |P(X)|=2. |SP(X)|=4.更多还原