拟可换BCI—代数上的同余

Congrence relations of quasi-commutative BCI—algebra

讨论了拟可换BCI—代数上的同余关系,证明拟可换BCI—代数上的同余、左同余、理想同余是一致的;拟可换BCI—代数的商代数也是拟可换BCI—代数。

The congrence relations on quasi-commutative BCI—Algebra are discussed. It is proved that L-congrence, I—congrence, congrence are the same, therefore, the quotient algebras of quasi-commutative BCI—algebra are also BCI—algebra.