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Non-linear Variable Structure Regression (VSR) and its application in time-series forecasting

机译:非线性可变结构回归(VSR)及其在时间序列预测中的应用

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Variable Structure Regression (VSR) is a new kind of non-linear regression model, which simultaneously determines the exact mathematical structure of non-linear regressors and how many regressors there are, thereby freeing the end user from trial and error time-consuming studies to determine these. The results are based on an iterative procedure for optimizing parameters and automatically identifying the structure of the VSR model. A novel feature of this new model is it not only uses a linguistic term for a variable but it also uses the complement of that term. It also provides the end user with a physical understanding of the regressors. A Monte Carlo study shows the practical accuracy of VSR model on the classical Gas Furnace time-series prediction problem. VSR ranked #1 compared to five other methods.
机译:可变结构回归(VSR)是一种新型的非线性回归模型,它可以同时确定非线性回归器的确切数学结构以及有多少回归器,从而使最终用户摆脱了反复试验和耗时的研究,确定这些。结果基于用于优化参数和自动识别VSR模型结构的迭代过程。这种新模型的新颖之处在于,它不仅使用变量的语言术语,而且还使用该术语的补语。它还为最终用户提供了对回归器的物理了解。蒙特卡洛研究显示了VSR模型在经典燃气炉时间序列预测问题上的实际准确性。与其他五种方法相比,VSR排名第一。

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