2003
DOI: 10.1117/12.463151
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<title>Cluster structure evaluation of dyadic k-means for mining large image archives</title>

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Cited by 5 publications
(4 citation statements)
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“…And at the same time, Schroder et al proposed to exploit Gibbs-Markov random fields (GMRF) which could be used to capture spatial information to extract features [63]. Daschiel et al suggested to utilize hierarchical Bayesian model to extract feature descriptors and these features are clustered by the dyadic k-means methods [64]. With the development of general image retrieval, Shyu et al proposed a comprehensive framework defined as geospatial information retrieval and indexing system (GeoIRIS) for RSIR based on CBIR [65].…”
Section: The Development Of Rsir Taskmentioning
confidence: 99%
“…And at the same time, Schroder et al proposed to exploit Gibbs-Markov random fields (GMRF) which could be used to capture spatial information to extract features [63]. Daschiel et al suggested to utilize hierarchical Bayesian model to extract feature descriptors and these features are clustered by the dyadic k-means methods [64]. With the development of general image retrieval, Shyu et al proposed a comprehensive framework defined as geospatial information retrieval and indexing system (GeoIRIS) for RSIR based on CBIR [65].…”
Section: The Development Of Rsir Taskmentioning
confidence: 99%
“…Then, Datcu et al [2] introduced another information based RSIR method. The retrieval results were obtained by the dyadic k-means algorithm [29] using the feature extracted by a hierarchical Bayesian model. A comprehensive RSIR system named Geospatial Information Retrieval and Indexing System (GeoIRIS) was proposed in the literature [30].…”
Section: Feature Representation Based Rsirmentioning
confidence: 99%
“…For the estimation a conditional least squares (CLS) estimator [14] is obtained by (4) The evidence of the model, e.g., the probability of the model given the data, can be calculated by (5) where the probability of the data can be obtained via the integration (6) From the estimated parameters, we derive several features to describe the image content: the norm of the estimated parameters as the strength of the texture, the estimate of the variance as the difference between signal and model energy [12], the evidence of the model , (5), and the local mean of the estimation kernel (Fig. 2).…”
Section: A Optical Imagesmentioning
confidence: 99%
“…1. We perform the global unsupervised clustering using a dyadic means algorithm [5], which substitutes the "clouds" of primitive features by parametric data models . Although our clustering method is slightly less accurate than means, it significantly reduces the processing time.…”
Section: Unsupervised Clustering Of Primitive Image Features and mentioning
confidence: 99%