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首页> 外文期刊>Engineering Letters >A New GM(1,1) Based on Piecewise Rational Linear/linear Monotonicity-preserving Interpolation Spline
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A New GM(1,1) Based on Piecewise Rational Linear/linear Monotonicity-preserving Interpolation Spline

机译:基于分段合理线性/线性单调性保护插值样条的新的GM(1,1)

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The classical GM(1,1) model reduces the randomness of the original nonnegative sequence by cumulativelygenerating the original nonnegative sequence to get a monotoneincreasing 1-AGO sequence. The accuracy and usability of themodel will be directly affected by the background constructionmethod. Hence, reconstructing the model background value isof great research significance for improving its prediction accuracy. In this paper, we establish a new GM(1,1) model by usingthe C1continuous monotonic piecewise rational linear/linearinterpolation spline, which provides a more reasonable formulafor calculating the background value. Compared with the classicGM(1,1) model, the new GM(1,1) model has more advantagesin data processing for their effectiveness and accuracy.
机译:古典GM(1,1)模型通过累积原始非负序列来减少原始非负面序列的随机性,以获得单调的1-前序列。 Themodel的准确性和可用性将直接受到背景构建方法的影响。 因此,重建模型背景值对于提高其预测准确性的巨大研究意义。 在本文中,我们通过使用C1连续单调分段合理的线性/线性internation样条来建立新的GM(1,1)模型,这提供了一种更合理的惯例一家计算背景值。 与ClassicGM(1,1)模型相比,新的通用汽车(1,1)模型具有更多优势数据处理,以实现其有效性和准确性。

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