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Non-equidistant MGM(1,n) Based on Vector Continued Fractions Theory and Its Application

机译:基于向量连续分数理论的非等距MGM(1,n)及其应用

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Grey system is a theory which studies poor information specially and it possesses wide suitability. We analyzed the building method of background value in grey model MGM(1,n) and put forward a method of reconstructing background value based on vector continued fractions theory by using rational interpolation, trapezoidal rule in numerical integration and extrapolation formula and built multi-variable non-equidistance grey model MGM(1,n). This model can be used in equidistance and non-equidistance model. It enlarges the scope of application and advances the model?s fitting precision and prediction precision. Examples validate the practicability and reliability of the proposed model.
机译:灰色系统是专门研究不良信息的理论,具有广泛的适用性。分析了灰色模型MGM(1,n)中背景值的建立方法,并提出了一种基于矢量连续分数理论的背景值重构方法,该方法采用有理插值,梯形规则的数值积分和外推公式,并建立了多变量。非等距灰色模型MGM(1,n)。该模型可以用于等距和非等距模型。它扩大了应用范围,提高了模型的拟合精度和预测精度。实例验证了所提模型的实用性和可靠性。

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