摘要
将模糊集概念引入拟多值代数,通过拟多值代数与模糊理想的结合,研究了拟多值代数的模糊理想。研究内容包括拟多值代数的理想及性质、拟多值代数的模糊理想的定义和基本性质、拟多值代数的模糊理想在同态下的像和原像的性质。
The concept of fuzzy set was introduced into quasi-multivalued algebra.Combined with fuzzy ideal,the fuzzy ideal of quasi-multivalued algebra was studied.The research contents included the ideals and properties of quasi-multivalued algebras,the definition and basic properties of the fuzzy ideals of quasi-multivalued algebras,and the properties of the image and primitive image of the fuzzy ideals of quasi-multivalued algebras under homomorphism.
作者
纪磊
JI Lei(School of Applied Mathematics,Nanjing University of Finance and Economics,Nanjing 210023,China)
出处
《新乡学院学报》
2019年第3期1-3,共3页
Journal of Xinxiang University
关键词
拟多值代数
模糊理想
同态像
原像
quasi-multivalued algebra
fuzzy ideals
homomorphic images
primitive image
