本文首先定义了两个拟环之间的模糊同态映射。
The concept of fuzzy homomorphism between two near-ring was defined.
利用模糊映射，给出群的模糊同态的概念，并得到模糊同态基本定理。
The concept of fuzzy homomorphism of groups is introduced based on the fuzzy mapping and the fundamental theorem of fuzzy homomorphism is given.
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.
然后根据扩张原理，在模糊集乘积同态、同构映射的条件下，研究模糊集乘积与模糊集乘积同态像之间的关系。
Then, based on the extension principle, the relations between fuzzy sets product and the homomorphic images of the fuzzy sets product are studied.
利用模糊空间理论定义模糊模及其子模，并初步研究了模糊模同态。
By using the concept of fuzzy spaces, we define the fuzzy modules(submodules)and fuzzy homomorphism of fuzzy modules.
利用模糊空间理论定义模糊模及其子模，并初步研究了模糊模同态。
By using the concept of fuzzy spaces, we define the fuzzy modules(submodules)and fuzzy homomorphism of fuzzy modules.
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