- Computing and Information Systems - Research Publications
Computing and Information Systems - Research Publications
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ItemMoving shape dynamics: A signal processing perspectiveWang, L ; Geng, X ; Leckie, C ; Kotagiri, R (IEEE, 2008)
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ItemImproving k-Nearest Neighbour Classification with Distance Functions Based on Receiver Operating CharacteristicsHassan, MR ; Hossain, MM ; Bailey, J ; Ramamohanarao, K ; Daelemans, W ; Goethals, B ; Morik, K (SPRINGER-VERLAG BERLIN, 2008)
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ItemApproximate spectral clusteringWANG, L. ; LECKIE, C. ; KOTAGIRI, R. ; BEZDEK, J. (Springer Verlag, 2009)
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ItemCharacteristic-based descriptors for motion sequence recognitionWang, L ; Wang, X ; Leckie, C ; Ramamohanarao, K ; Washio, T ; Suzuki, E ; Ting, KM ; Inokuchi, A (SPRINGER-VERLAG BERLIN, 2008)
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ItemBuilding more robust multi-agent systems using a log-based approachUnruh, A ; Bailey, J ; Ramamohanarao, K (IOS Press, 2009-03-23)
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ItemSelective Sampling for Approximate Clustering of Very Large Data SetsWANG, L. ; BEZDEK, J. ; LECKIE, C. ; KOTAGIRI, R. ( 2008)
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ItemAutomatically Determining the Number of Clusters in Unlabeled Data SetsWang, L ; Leckie, C ; Ramamohanarao, K ; Bezdek, J (Institute of Electrical and Electronics Engineers, 2009-03-01)One of the major problems in cluster analysis is the determination of the number of clusters in unlabeled data, which is a basic input for most clustering algorithms. In this paper, we investigate a new method called Dark Block Extraction (DBE) for automatically estimating the number of clusters in unlabeled data sets, which is based on an existing algorithm for Visual Assessment of Cluster Tendency (VAT) of a data set, using several common image and signal processing techniques. Its basic steps include 1) generating a VAT image of an input dissimilarity matrix, 2) performing image segmentation on the VAT image to obtain a binary image, followed by directional morphological filtering, 3) applying a distance transform to the filtered binary image and projecting the pixel values onto the main diagonal axis of the image to form a projection signal, and 4) smoothing the projection signal, computing its first-order derivative, and then detecting major peaks and valleys in the resulting signal to decide the number of clusters. Our DBE method is nearly “automatic,” depending on just one easy-to-set parameter. Several numerical and real-world examples are presented to illustrate the effectiveness of DBE.