The purpose of this papar is to study a new subalgebra of regular FI-algebras, we shall point out that an essential connection exists between adjoint algebras of regular FI-algebra and Boolean algebras.
引入了正则FI代数伴随代数的概念 ,研究了该伴随代数与Boolean代数的联系 ;同时讨论了正则FI代数许多有趣的性
The adjoint of BCK algebra are researched, and points out that all adjoint algebra of BCK algebra is automorphism.
给出了BCK代数的一个等价公理 ,讨论了BCK代数的伴随代
Let xy=0*(x*y) in BCI-algebra X,(X,) is called quasi-adjoint algebra of X,its some properties are gave,and association,quasi-association and generalized asscoiation BCI-algebra are characterized by quasi-adjoint algebras.
)叫做X的拟伴随代数。
