双重伪补Ockham代数的理想与滤子同余关系的注记

A Note on the Ideal and Filter Congruence Relations on Double Pseudo-Complement Ockham Algebras

依据双重伪补Ockham代数的核理想和余核滤子判别定理以及具有核理想和余核滤子同余关系表达式,研究了双重伪补Ockham代数的核理想和余核滤子同余关系的同余置换性,证明了双重伪补Ockham代数核理想同余关系和余核滤子同余关系是同构的.

By using the discriminant theorem of the kernel ideals and co-kernel filters on a double Pseudo-complemented Ockham algebra, the expression of the kernel ideals and co-kernel filters congruence relations, the congruence permutation of kernel ideals and co-kernel filters are studied. It is shown that the kernel ideals congruence and the co-kernel filters congruence relations of double Pseudo-comolemented Ockham algebras are isomorphic.