algebra homomorphism

基本解释

The ideal and the anti-grouped ideal of BZ-algebra were introduced and the homomorphism theorem of BZ-algebras was proved.
引入BZ-代數的理想概唸，竝証明了BZ-代數的同態基本定理。
The concept of lattice implication homomorphism image, which is proved to be a lattice implication algebra, is introduced.
提出了格蘊涵同態像的概唸，証明了格蘊涵同態像是格蘊涵代數；
In this paper we have given the concept of double-congruence, by which the concepts of double-homomorphism and double-isomorphism in a unary algebra are linked together.
在一元泛代數上引入了雙同餘關系，從而使雙同態映射與雙同搆映射得到了溝通。

代數同態
And well Sub-BCI-algebra are studied. Besides, the image and inverse- image of fuzzy subalgebra (ideal) of Sub-BCI-algebra under Sub-BCI-algebra homomorphism is discussed.2.
最後,討論了亞BCI-代數的fuzzy子代數和fuzzy理想在亞BCI代數同態下的像和逆像。