摘要
在经典康托集的基础上,派生出了一个数学分支-模糊数学。因此,对事物之间的关系的研究就不仅包括不确定关系和随机关系,还包括模糊关系。随着数学家越来越多地关注这个研究领域,模糊数学的理论日益完善。模糊数学已经被广泛用于解决实际问题。近年来,为了增加对健美操课程的兴趣以及健美操教学的有效性和可操作性,越来越多的大学已经采用了健美操CAI课件。同时,现代科技的进步和计算机知识的普及已经使得通过电子设施实施教学成为可能。本文详细探讨了模糊数学相对于传统康托集的优越性并解释了单层次和多层次模糊数学的概念和具体操作过程。基于武汉体育学院体操班随机抽样调查的有效数据,本文采用模糊数学综合评价来理性地辨别教学方法的合理性和优越性。
On the basis of classical Cantor sets,there derives a branch of mathematics,the fuzzy mathematics. Therefore,the study of the relationship between things includes not only uncertainty and random relations,but also fuzzy relation.With mathematicians paying more and more attention to this research field,the theory of fuzzy mathematics is becoming more and more perfect.Fuzzy mathematics has been widely used in solving practical problems.In recent years,in order to increase the interest in aerobics curriculum and the effectiveness and operability of aerobics teaching,a growing number of colleges have adopted aerobics CAI courseware.At the same time,the progress of modern science and technology and the popularity of computer knowledge have made it possible to teach through electronic facilities.The paper goes into a detailed exploration of the advantage of fuzzy mathematics over traditional Cantor set and explains concept and concrete operation process of sheer level and multi -level fuzzy mathematics.Based on the effective data of random sampling of Wuhan Sports University gymnastics class,this paper adopts fuzzy mathematics comprehensive evaluation to rationally recognize the rationality and superiority of teaching method.
出处
《体育科技文献通报》
2016年第1期67-69,78,共4页
Bulletin of Sport Science & Technology
关键词
模糊数学
综合评价
健美操CAI课件
fuzzy mathematics
comprehensive evaluation
aerobics CAI courseware
