首页> 外文会议>第四届国际计算机新科技与教育学术会议(2009 4th International Conference on Computer Science Education)论文集 >The new Non-equidistant Optimum GM(1,1) of Line-Drawing Data Processing in Computer Aided Design
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The new Non-equidistant Optimum GM(1,1) of Line-Drawing Data Processing in Computer Aided Design

机译:计算机辅助设计中线描数据处理的新非等距最优GM(1,1)

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摘要

Based on grey system, a new kind of nonequidistant optimum grey model GM(1,1) to line-drawing data processing in computer aided design was proposed. The model optimized the background value and modified the initial value x(t1) of response function. The method of precision inspection was also introduced. Then, the programming was authorized with MATLAB7.6 language. Two examples were given, their results were compared with the results based other Grey models, respectively. The method can be used for model establishing on equal interval, as well as on non-interval. Moreover, GM(1,1) model's fitting precision and prediction is advanced and the scope of application is enlarged. The model is simple and practical, and has a generalizing value in the field of CAD.
机译:提出了一种基于灰色系统的非等距最优灰色模型GM(1,1),用于计算机辅助设计中的线描数据处理。该模型优化了背景值,并修改了响应函数的初始值x(t1)。还介绍了精密检查的方法。然后,使用MATLAB7.6语言对程序进行了授权。给出了两个示例,将其结果分别与基于其他Gray模型的结果进行了比较。该方法可用于以相等间隔以及非间隔建立模型。而且,提高了GM(1,1)模型的拟合精度和预测能力,扩大了应用范围。该模型简单实用,在CAD领域具有推广价值。

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