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Learning and Approximation of Chaotic Time Series Using Wavelet-Networks
Puebla, Mexico September 26-September 30
DOI Bookmark: http://doi.ieeecomputersociety.org/10.1109/ENC.2005.27Sixth Mexican International Conferenc ...
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V. Alarcon-Aquino, Universidad de las Americas-Puebla, Mexico
E.S. Garcia-Trevino, Universidad de las Americas-Puebla, Mexico
R. Rosas-Romero, Universidad de las Americas-Puebla, Mexico
J.F Ramirez-Cruz, Instituto Technologico de Apizaco, Mexico
This paper presents a wavelet neural-network for learning and approximation pf chaotic time series. Wavelet networks are a class of neural network that take advantage of good localization and approximation properties of multiresolution analysis. These networks use wavelets as activation fynction in the hidden layer and a hierarchical method is used for learning. Comparisons are made between a wavelet network tested with two different wavelets, and the typical feedforward network trained with the back-propagation algorithm. The results reported in this paper show that wavelet networks have better approximation properties than back-propagation networks.
Citation:
V. Alarcon-Aquino, E.S. Garcia-Trevino, R. Rosas-Romero, J.F Ramirez-Cruz, "Learning and Approximation of Chaotic Time Series Using Wavelet-Networks," enc, pp.182-188, Sixth Mexican International Conference on Computer Science (ENC'05), 2005
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