Application of Self-Adaptive Exponential Smoothing Method in the Water Quality Forecast of Poyang Lake

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Abstract:

The smoothing parameter is a constant when forecasting water quality using exponential smoothing, which usually renders the error to be enlarged, but the assumption of constant is out of accord with the practice. Based on the deep analysis of deficiency of traditional exponential smoothing, this paper establishes self-adaptive exponential smoothing model and compares the forecast result. It is proved that the dynamic characteristic of water quality can be better reflected and the forecasting precision can be improved further by self-adaptive exponential smoothing model.

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Advanced Materials Research (Volumes 518-523)

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1464-1467

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May 2012

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© 2012 Trans Tech Publications Ltd. All Rights Reserved

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[1] Youwei Zhang:Mathematical prediction methods. Beijing: National Defense Industry Press,1991:12-14. In Chinese.

Google Scholar

[2] Z. Zhang: Exponential smoothing method. Beijing: China Statistics Press,1996:36-49. In Chinese.

Google Scholar

[3] D. Xu: predicted exponential smoothing model parameters estimation method and its application for further study. Systems Engineering Theory and Practice, 1999 (2) :25-30. In Chinese.

Google Scholar

[4] C. Gai, Y. PEI. Highway, 2001,1 (11) :44-45. In Chinese.

Google Scholar

[5] S. Li, K. Liu. 2004 (2) :95-99. In Chinese.

Google Scholar

[6] X. Jin, K. Sheng. Jiangnan University, 2005,4 (3) :316-319. In Chinese.

Google Scholar

[7] Y. Qian, Y. Wang. Yanshan University. 2008 (02) . In Chinese.

Google Scholar

[8] Y. Ji, X. Fan. Changchun University of Technology (Natural Science), 2003 (02) . In Chinese.

Google Scholar

[9] D. Zhang, X. Zhang. Dalian Railway Institute, 2004 (01). In Chinese.

Google Scholar

[10] C. Wang. The North University (Natural Science Edition) 2006 (06). In Chinese.

Google Scholar

[11] X. Liu. Anhui Institute of Technology, 1994 (03). In Chinese.

Google Scholar

[12] W. Zhang, G. Yin, J. Tang. Chongqing University (Natural Science Edition) 2006 (01). In Chinese.

Google Scholar

[13] Z. Zhang. Science and Technology Information. 2010 (11). In Chinese.

Google Scholar

[14] Xionglin Tu, Haiyu Xu. Statistics and Decision. 2009 (16). In Chinese.

Google Scholar

[15] Deqian Ye, Yi wang. Journal of yanshan university. 2008 (02). In Chinese.

Google Scholar

[16] Xiaoxiang Weng, Jian Luo. Statistics and information BBS. 2005 (05). In Chinese.

Google Scholar

[17] Haomin Xu. Forecast. 1985 (S1). In Chinese.

Google Scholar