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Matrix Multivariate Grey Models for the Interval Number Sequence

机译:间隔数序列的矩阵多变量灰色模型

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摘要

The multivariate grey model takes into account the influencing factors of system characteristics and is more widely used than the univariate grey model. In order to make two multi-variable grey models, GM (1, N) and GM (0, N) that directly predict the interval number sequence, the parameters of the two model equations are improved into second-order matrix form, and the interval number is regarded as a two-dimensional column vector. In this way, two new grey models termed as MINGM (1, N) and MINGM (0, N) are obtained. Cramer rule and the least square method are used to solve the prediction formula. Examples of different development trends are used to test the effectiveness of the proposed model. The result of prediction is compared with two typical methods of interval prediction. The results show that the proposed models have much better performance than those of models for comparison.
机译:多变量灰色模型考虑了系统特征的影响因素,并且比单变量灰色模型更广泛地使用。 为了制作两个多变灰色模型,GM(1,N)和GM(0,N)直接预测间隔号序列,两个模型方程的参数被改进为二阶矩阵形式,以及 区间数被视为二维列向量。 以这种方式,获得称为Mingm(1,N)和Mingm(0,N)所谓的两个新的灰度模型。 克莱默规则和最小二乘法用于解决预测公式。 不同发展趋势的例子用于测试所提出的模型的有效性。 将预测结果与两种典型的间隔预测方法进行比较。 结果表明,该模型的性能远比模型进行比较。

著录项

  • 来源
    《The Journal of grey system》 |2019年第4期|共13页
  • 作者单位

    Guilin Univ Elect Technol Guangxi Key Lab Cryptog &

    Informat Secur Guangxi Coll &

    Univ Key Lab Data Anal &

    Computat Sch Math &

    Comp Sci Guilin 541004 Peoples R China;

    Guilin Univ Elect Technol Guangxi Key Lab Cryptog &

    Informat Secur Guangxi Coll &

    Univ Key Lab Data Anal &

    Computat Sch Math &

    Comp Sci Guilin 541004 Peoples R China;

    Henan Univ Sci &

    Technol Sch Math &

    Stat Luoyang 471023 Peoples R China;

    Southwest Petr Univ Sch Sci Chengdu 610500 Peoples R China;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 数学;
  • 关键词

    Matrix Form; Interval Number; Multivariate Grey Model; Cramer Rule;

    机译:矩阵形式;间隔数;多变量灰色模型;爬行规则;

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