本文在对同态与模糊代数不加任何限制的情况下，证明了模糊代数的同态象仍是模糊代数。
In this paper we have proved, without any restriction, that homomorphic Images of fuzzy algebras form are fuzzy algebras.
利用半代数的同余来讨论半代数的同态定理及其第一，第二同构定理。
Then, with congruence of the semialgebra, we proved the homomorphic theorem of semialgebra and its first and second isomorphic theorems.
提出了格蕴涵同态像的概念，证明了格蕴涵同态像是格蕴涵代数；
The concept of lattice implication homomorphism image, which is proved to be a lattice implication algebra, is introduced.
结果得到了拓扑bci代数的拓扑子代数、拓扑理想和拓扑同态的一些相关性质。
ResultsSome related properties of topological subalgebras, topological ideals and topological homomorphisms in topological BCI-algebras are obtained.
在一元泛代数上引入了双同余关系，从而使双同态映射与双同构映射得到了沟通。
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.
目的为研究拓扑bci代数的拓扑子代数、拓扑理想和拓扑同态的概念。试图在代数结构中嵌入拓扑结构。
AimTo study the notions of topological subalgebras, topological ideals and topological homomorphisms in topological BCI-algebras.
根据局部顶点李代数的同态，可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
The important relationship between local vertex Lie algebra and vertex algebra is stated so that we could construct a vertex algebra from local vertex Lie algebra.
同时，给出了关于RSL-代数的同态映射，刻画了同态映射的基本特性。
Meanwhile, the notion of homomorphism between RSL-algebras is introduced and some of its basic properties are presented.
同时，给出了关于RSL-代数的同态映射，刻画了同态映射的基本特性。
Meanwhile, the notion of homomorphism between RSL-algebras is introduced and some of its basic properties are presented.
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