DocumentCode
2600693
Title
Adaptive polynomial neural networks for times series forecasting
Author
Liatsis, Panos ; Foka, Amalia ; Goulermas, John Yannis ; Mandic, Lidija
Author_Institution
City Univ., London
fYear
2007
fDate
12-14 Sept. 2007
Firstpage
35
Lastpage
39
Abstract
Time series prediction involves the determination of an appropriate model, which can encapsulate the dynamics of the system, described by the sample data. Previous work has demonstrated the potential of neural networks in predicting the behaviour of complex, non-linear systems. In particular, the class of polynomial neural networks has been shown to possess universal approximation properties, while ensuring robustness to noise and missing data, good generalisation and rapid learning. In this work, a polynomial neural network is proposed, whose structure and weight values are determined with the use of evolutionary computing. The resulting networks allow an insight into the relationships underlying the input data, hence allowing a qualitative analysis of the models´ performance. The approach is tested on a variety of non-linear time series data.
Keywords
genetic algorithms; large-scale systems; neural nets; prediction theory; time series; adaptive polynomial neural networks; approximation properties; evolutionary computing; rapid learning; times series forecasting; Adaptive systems; Art; Biological neural networks; Computer graphics; Computer science; Data engineering; Electronic mail; Load forecasting; Neural networks; Polynomials; Forecasting; Genetic Algorithms; Polynomial Neural Networks; Time Series;
fLanguage
English
Publisher
ieee
Conference_Titel
ELMAR, 2007
Conference_Location
Zadar
ISSN
1334-2630
Print_ISBN
978-953-7044-05-3
Type
conf
DOI
10.1109/ELMAR.2007.4418795
Filename
4418795
Link To Document