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中国与世界女子跳远诸因素灰色数学关联分析
引用本文:徐明,彭涛,彭远峰,杨金,宋丽娜. 中国与世界女子跳远诸因素灰色数学关联分析[J]. 首都体育学院学报, 2006, 18(3): 86-88,102
作者姓名:徐明  彭涛  彭远峰  杨金  宋丽娜
作者单位:四川乐山五通桥中学,四川,乐山,614800
摘    要:收集了世界田径锦标赛和我国全国运动会部份优秀女选手在最佳一跳的成绩和技术参数为样本,运用灰色关联伸展数学模型对各因素进行关联量化,各分成两个组进行对比研究,以探讨中国和世界女子跳远成绩差距的原因。采用灰色动态Verhulst模型对各届奥运会成绩进行模拟,得到此项运动的极限。

关 键 词:女子跳远  灰色关联伸展数学模型  一阶非线型灰色动态Verhulst模型
文章编号:1009-783X(2006)03-0086-03
收稿时间:2005-10-18
修稿时间:2005-10-18

An Analysis of the Relationship between Fuzzy Mathematics and Factors of Women''''s Long Jump at Home and Abroad
XU Ming,PENG Tao,PENG Yuan-feng,YANG Jin,SONG Li-na. An Analysis of the Relationship between Fuzzy Mathematics and Factors of Women''''s Long Jump at Home and Abroad[J]. Journal of Capital College of Physical Education, 2006, 18(3): 86-88,102
Authors:XU Ming  PENG Tao  PENG Yuan-feng  YANG Jin  SONG Li-na
Affiliation:Le-shan Wulongqiao High School, Le-shan 614800, China
Abstract:This article is based on the samples of the best jumping performance and technical parameter of some excellent women athletes from the 8th National Games of China and international Track and Field Championships, The mathematic model of the fussy related spreading is applied to quantify all related factors which are divided into two groups to compare and study in order to search for the reasons of the gap between the performance of long-jump of Chinese women athletes and the athletes from other countries, The fuzzy dynamic Verhulst model is also adopted to imitate the achievements of each Olympic Games so as to obtain the maximum limit of the event.
Keywords:Women's long jump  Mathematic model of the fussy related spreading  The first non-linear typed fuzzy dynamic model of Verhulst
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