通过探究R0代数公理条件的内在联系,给出了R0代数的∨-半格蕴涵表示形式。同时借助L*系统中公理和R0代数条件的对应关系,进一步简化了R0代数的∨-半格蕴涵表示形式,使之在定义上更加符合逻辑代数的特征。
By the study of the relationships among the conditions of R0 algebra,a new kind of representative form of R0 algebra is given only through the implication operator in the ∨-semi-lattice(M,∨,0,1).Simultaneously,this new form of R0 algebra is further simplified by comparing the conditions of R0 algebra with the axioms of the L* system.This work conforms R0 algebra to the features of logic algebra in definition.