Institutional Repositories DataBase (IRDB) · 2002 · 19 citations · 7 references
Open access
ComputingComputer EngineeringComputer ScienceArtificial IntelligenceForecastingMachine LearningDeep LearningFog ComputingFog ForecastingNeural NetworksRepresentation LearningTime Series ClassificationClass ImbalanceClass Imbalance LearningFog Machine Learning ModelsImbalanced ClassificationMultilayer PerceptronNeural ForecastingNeural Network ClassificationVector Quantization
In this paper, we propose a method for solving problems posed by imbalanced training sets by applying the modified large-scale neural network "CombNET-II". CombNET-II consists of two types of neural networks. The first type is a one-layer vector quantization neural network to turn the problem into a more balanced condition. The second type consists of several modules of three-layered multilayer perceptron trained by backpropagation for finer classification. CombNET-II combines the two types of neural networks to solve the problem effectively within a reasonable time. The performance is then evaluated by turning the model into a practical application for a fog forecasting problem. Fog forecasting is an imbalanced training sets problem, since the probability of fog appearance in the observation location is very low. Fog events should be predicted every 30 minutes based on the observation of meteorological conditions. Our experiments showed that CombNET-II could achieve a high prediction rate compared to the k-nearest neighbor classifier and the three-layered multilayer perceptron trained with BP. Part of this research was presented in the 1999 Fog Forecasting Contest sponsored by Neurocomputing Technical Group of IEICE, Japan, and CombNET-II achieved the highest accuracy among the participants
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Neural networks for pattern recognition
Choice Reviews Online · 1994 · 18.7K citations
Nearest neighbor pattern classification
Thomas M. Cover, Peter E. Hart · IEEE Transactions on Information Theory · 1967 · 16.1K citations
Addressing the Curse of Imbalanced Training Sets: One-Sided Selection.
Miroslav Kubát, Stan Matwin · 1997 · 2.2K citations