摘要
给出了IFP-模糊软集的概念,并定义了其上的一些运算.然后将该理论应用到BL-代数中,提出了IFP-模糊软滤子,探讨了它在同态映射下的像和逆像的特征.最后,构造了基于IFP-模糊软集的决策方法,通过实例展示了的它能有效地处理不确定问题.
The notion of IFP-fuzzy soft sets is introduced and some operations are defined. By applying the IFP-fuzzy soft set theory to BL-algebras, the concept of IFP-fuzzy soft filters is proposed. Then the image and inverse image of IFP-fuzzy soft filters under the homomorphic mapping are discussed. Finally, a decision making approach based on IFP-fuzzy soft sets is given and an example shows that the method can be successfully applied to the problems that contain uncertainties.
出处
《数学的实践与认识》
北大核心
2017年第20期170-177,共8页
Mathematics in Practice and Theory
基金
河南省高等学校重点科研项目(16A110028
16A130004)
