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Showing papers by "Haibo Chen published in 1997"


Proceedings ArticleDOI
Haibo Chen1, R. Boyle, F. Montgomery, H. Kirby, M. Dougherty 
02 Jun 1997
TL;DR: In this article, the authors present a method of estimating the probability distribution of incident-free data by using Principal Component Analysis (PCA) and novelty detection by measuring the input's distance to the centroid of the normal data.
Abstract: In this paper, the authors present a method of estimating the probability distribution of incident-free data by using Principal Component Analysis. This technique uses novelty detection by measuring the input's distance to the centroid of the normal data. This technique is applicable to incident detection in dynamic traffic monitoring systems.

6 citations


01 Jan 1997
TL;DR: In this paper, the authors investigated how short-term traffic forecasting on motorways and other trunk roads is related to the density of detectors (e.g. inductive loops) and concluded that, on the basis of current evidence, a detector spacing of 1km may be optimal.
Abstract: An investigation was made as to how short-term traffic forecasting on motorways and other trunk roads is related to the density of detectors (e.g. inductive loops). Forecasting performances with respect to different detector spaces have been investigated by applying pruning techniques to the input variables used for neural networks. Simulated data and field data in different geographical locations were used in the work to evaluate the reality, reliability and transferability of the methodology. It was concluded that, on the basis of current evidence, a detector spacing of 1km may be optimal. Increasing coverage to a spacing of 500m gives little extra benefit and may actually be counterproductive in certain circumstances. Algorithm developers are tempted to use all available data, when a more streamlined approach often gives better results. The question of incident detection was also briefly considered, as it is closely related and is likely to use the same equipment. (A) For the covering abstract, see IRRD 490001.

1 citations