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Long-term prediction of blood pressure time series using multiple fuzzy functions

机译:使用多个模糊函数的血压时间序列的长期预测

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Long-term prediction of mean arterial blood pressure (MAP) time series can help clinicians to select a proper treatment based on their diagnosis. In this way, this paper firstly introduces a new prediction method for time series prediction based on fuzzy functions (FF) in multi-model mode and applies it for forecasting MAP time series as a new application. The proposed model consists of three steps. First step is to estimate the missing values in MAP time series by a linear interpolation method and to denoise it by using the empirical mode decomposition (EMD) procedure. Second step is to reconstruct the phase space. Last step is to apply a predictive model based on fuzzy functions (FFs). This model consists of two parts: 1) identifying the model structure by Gustafson-Kessel (GK) clustering and 2) estimating the output of each cluster by multivariate adaptive regression splines (MARS). Results show that, the proposed FF-based MARS model is more accurate than ANFIS and FF-based ANFIS, and its results are in the range of standard values. Beside, by using different strategies for long-term prediction, multiple FF-based MARS models has best result in comparison to recursive and multiple-recursive strategies.
机译:平均动脉血压(MAP)时间序列的长期预测可以帮助临床医生根据他们的诊断选择合适的治疗方法。这样,本文首先介绍了一种基于模糊函数(FF)的多模型模式时间序列预测的新方法,并将其应用于MAP时间序列的预测。提出的模型包括三个步骤。第一步是通过线性插值方法估计MAP时间序列中的缺失值,并使用经验模式分解(EMD)过程对其进行去噪。第二步是重建相空间。最后一步是应用基于模糊函数(FF)的预测模型。该模型由两部分组成:1)通过Gustafson-Kessel(GK)聚类确定模型结构,以及2)通过多元自适应回归样条(MARS)估计每个聚类的输出。结果表明,提出的基于FF的MARS模型比ANFIS和基于FF的ANFIS更加准确,其结果在标准值范围内。此外,与递归和多递归策略相比,通过使用不同的策略进行长期预测,多个基于FF的MARS模型具有最佳结果。

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