由等价关系R所决定的近似空间(U,R)上,近似分类精度指出了可能的决策中正确决策所占的百分比,近似分类质量则表明了应用知识R能确切地划入已知分类的对象的百分比。将近似分类精度和分类质量的概念推广到一般(二元)关系所决定的广义近似空间上。通过引入独立集概念,给出了度量公式,最后通过实例验证了其合理性。
In approximation space(U,R) determined by equivalence relation R,the approximate classification accuracy expresses the percentage the correct decision occupies among all possible decisions made,and the approximate classification quality indicates the percentage the applied knowledge R precisely belongs to the objects of known classification.In this article these two mentioned concepts are extended to the generalised approximation space which is determined by general(binary) relation.By introducing the concept of solitary set,the metric formulae are given,and their rationalities are attested with an example at the end.