A Comparative Study of Various Hybrid Wavelet Feedforward Neural Network Models for Runoff Forecasting

被引:0
作者
Muhammad Shoaib
Asaad Y. Shamseldin
Sher Khan
Mudasser Muneer Khan
Zahid Mahmood Khan
Tahir Sultan
Bruce W. Melville
机构
[1] Bahauddin Zakariya University,
[2] The University of Auckland,undefined
来源
Water Resources Management | 2018年 / 32卷
关键词
Rainfall-runoff modelling; Wavelet transformation; Feedforward; Modular; Generalized; Neural network;
D O I
暂无
中图分类号
学科分类号
摘要
Considering network topologies and structures of the artificial neural network (ANN) used in the field of hydrology, one can categorize them into two different generic types: feedforward and feedback (recurrent) networks. Different types of feedforward and recurrent ANNs are available, but multilayer perceptron type of feedforward ANN is most commonly used in hydrology for the development of wavelet coupled neural network (WNN) models. This study is conducted to compare performance of the various wavelet based feedforward artificial neural network (ANN) models. The feedforward ANN types used in the study include the multilayer perceptron neural network (MLPNN), generalized feedforward neural network (GFFNN), radial basis function neural network (RBFNN), modular neural network (MNN) and neuro-fuzzy neural network (NFNN) models. The rainfall-runoff data of four catchments located in different hydro-climatic regions of the world is used in the study. The discrete wavelet transformation (DWT) is used in the present study to decompose input rainfall data using db8 wavelet function. A total of 220 models are developed in this study to evaluate the performance of various feedforward neural network models. Performance of the developed WNN models is compared with their counterpart simple models developed without applying wavelet transformation (WT). The results of the study are further compared with - multiple linear regression (MLR) model which suggest that the WNN models outperformed their counterpart simple models. The hybrid wavelet models developed using MLPNN, the GFFNN and the MNN models performed best among the six selected data driven models explored in the study. Moreover, performance of the three best models is found to be similar and thus the hybrid wavelet GFFNN and the MNN models can be considered as an alternative to the most commonly used hybrid WNN models developed using MLPNN. The study further reveals that the wavelet coupled models outperformed their counterpart simple models only with the parsimonious input vector.
引用
收藏
页码:83 / 103
页数:20
相关论文
共 93 条
  • [1] Abghari H(2012)Prediction of daily pan evaporation using wavelet neural networks Water Resour Manag 26 3639-3652
  • [2] Ahmadi H(2012)Two decades of anarchy? Emerging themes and outstanding challenges for neural network river forecasting Prog Phys Geogr 36 480-513
  • [3] Besharat S(2010)Development of a coupled wavelet transform and neural network method for flow forecasting of non-perennial rivers in semi-arid watersheds J Hydrol 390 85-91
  • [4] Rezaverdinejad V(2004)An exploration of artificial neural network rainfall-runoff forecasting combined with wavelet decomposition J Environ Eng Sci 3 S121-S128
  • [5] Abrahart RJ(1998)Wavelet-based feature extraction and decomposition strategies for financial forecasting Journal of Computational intelligence in Finance 6 5-12
  • [6] Adamowski J(2006)Data preprocessing for river flow forecasting using neural networks: wavelet transforms and data partitioning Phys Chem Earth, Parts A/B/C 31 1164-1171
  • [7] Sun K(2008)Comparison between kinematic wave and artificial neural network models in event-based runoff simulation for a n overland plane J Hydrol 357 337-348
  • [8] Anctil F(2000)Artificial neural networks in hydrology-I: preliminary concepts J Hydrol Eng ASCE 5 115-123
  • [9] Tape DG(2000)Artificial neural networks in hydrology-II: hydrologic applications J Hydrol Eng ASCE 5 124-137
  • [10] Aussem A(2009)Selection of input variables for data driven models: an average shifted histogram partial mutual information estimator approach J Hydrol 367 165-176