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优化归类巧解波动问题
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作者 张永增 《中学物理教学参考》 2005年第11期25-26,共2页
波动问题多年来一直是高考的热点,也是大纲和考纲中的重点,而且是学生学习的难点.在学习中要抓住重点、体现热点、突破难点,就要优化归类,对比分析,建立清晰的知识网络,掌握简捷完善的分析方法.下文是笔者的一点心得,不足之处... 波动问题多年来一直是高考的热点,也是大纲和考纲中的重点,而且是学生学习的难点.在学习中要抓住重点、体现热点、突破难点,就要优化归类,对比分析,建立清晰的知识网络,掌握简捷完善的分析方法.下文是笔者的一点心得,不足之处请同行指正. 展开更多
关键词 波动问题 高中 物理 优化归类 例题解析
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Spline-based multi-regime traffic stream models 被引量:1
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作者 熊伟 孙璐 周洁 《Journal of Southeast University(English Edition)》 EI CAS 2010年第1期122-125,共4页
In order to develop optimal multi-regime traffic stream models, a new method that integrates cluster analysis and B-spline regression is presented. First, for identifying the proper number of regimes, the K-means and ... In order to develop optimal multi-regime traffic stream models, a new method that integrates cluster analysis and B-spline regression is presented. First, for identifying the proper number of regimes, the K-means and the fuzzy c-means methods are applied in cluster analysis to actual traffic data, which suggests that dividing the traffic flow into two or three clusters can best reflect intrinsic patterns of traffic flows. Such information is then taken as guidance in spline regression, thus significantly reducing the computational burden of estimating spline models. Spline regression is used to estimate the locations of knots and the coefficients of the model so that the global error can be minimized. Model analysis results demonstrate that the proposed spline models have better fitting and generalization capability than the conventional models. In addition, the new method is more flexible in terms of data fitting and can provide smoother traffic stream models. 展开更多
关键词 traffic stream cluster analysis spline regression OPTIMIZATION
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