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给出了衡量模糊推理鲁棒性的度量应有的结构,建立了基于左连续三角模的4类模糊度量空间,证明了基于Lukasiewicz蕴涵和Goguen乘积蕴涵的模糊度量空间是最适宜于展开模糊推理的两类模糊度量空间.
The proper structure of the metric to measure the robustness of fuzzy reasoning is given. Four types of fuzzy metric space based on the left continuous triangular model are established. It is proved that the fuzzy metric space based on implication of Lukasiewicz implication and Goguen product is the most suitable for fuzzy inference Two types of fuzzy metric space.