引入BR0代数的关联胛滤子。研究它的特征,证明如下主要结果:F是关联脚滤子,当且仅当F是布尔仰滤子。从而BR0代数成为Boole代数的充要条件是每个胛滤子均为布尔胛滤子或关联肿滤子。
The notiong of correlative MP-filters in BR0-algebras is introduced,and their characterizations are investigated.On basic of these results,the main result is that F is correlative MP-filters iff F is Boolean MP-filters.Therefore,the sufficient and necessary conditions which make BR0-algebras becoming Boole-algebras are that every MP-filters is correlative or Boolean.