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Paddock field aerial image (G,R,NIR)  

Paddock field aerial image (G,R,NIR)  

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This paper presents a new unsupervised classification method which aims to effectively and efficiently map remote sensing data. The Mean-Shift (MS) algorithm, a non parametric density-based clustering technique, is at the core of our method. This powerful clustering algorithm has been successfully used for both the classification and the segmentati...

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... This was performed by applying a multi-threaded Mean-Shift algorithm on the 2008 aerial imagery. This algorithm delineates clusters within a dataset by shifting each data point toward a local mode in the kernel density estimation of the feature space (Boukir et al., 2012). Boukir et al. (2012) note that an important parameter of the Mean-Shift algorithm is the radiometric range as it refers to a unique spectral radius algorithm's kernel. ...
... This algorithm delineates clusters within a dataset by shifting each data point toward a local mode in the kernel density estimation of the feature space (Boukir et al., 2012). Boukir et al. (2012) note that an important parameter of the Mean-Shift algorithm is the radiometric range as it refers to a unique spectral radius algorithm's kernel. Further, they add that the size of the smallest image object (or the minimum mapping unit) can influence the image segmentation result. ...
... This was performed by applying a multi-threaded Mean-Shift algorithm on the 2008 aerial imagery. This algorithm delineates clusters within a dataset by shifting each data point toward a local mode in the kernel density estimation of the feature space (Boukir et al., 2012). Boukir et al. (2012) note that an important parameter of the Mean-Shift algorithm is the radiometric range as it refers to a unique spectral radius algorithm's kernel. ...
... This algorithm delineates clusters within a dataset by shifting each data point toward a local mode in the kernel density estimation of the feature space (Boukir et al., 2012). Boukir et al. (2012) note that an important parameter of the Mean-Shift algorithm is the radiometric range as it refers to a unique spectral radius algorithm's kernel. Further, they add that the size of the smallest image object (or the minimum mapping unit) can influence the image segmentation result. ...
... Specifically, if this range distance is below the range radius, the pixels are grouped into the same cluster. The MS algorithm does not require prior knowledge of the number and shape of the clusters (Boukir, Jones, and Reinke 2012), so the best segmentation parameters (i.e. Spatial Radius (hs) equal to 4 pixels, Range Radius (hr) of 500 and 15 pixels as Minimum size (ms)) were selected by visual evaluation using a trial-and-error approach of the alignment between the shape of the polygons generated by segmentation and the boundaries identified in the image (Mathieu, Aryal, and Chong 2007). ...
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... By 2015, a superior segmentation algorithm, Segment Mean Shift (SMS), was available within ArcMap 10.3 and this segmentation routine was applied during the 1st phase of workflow deployment over the Firebag AOI. Segment Mean Shift provides excellent results in clustering and object delineation (Boukir et al., 2012), but only accepts three bands. To provide maximum image information in three bands, Tasseled Cap (TC) transformations (Kauth and Thomas, 1976) were performed on the QB2, WV2, and WV3 image surface-reflectance data. ...
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... Additional trial-and-error tests (not discussed here) were conducted to assess the optimal settings for hs, hr, and ms. For the test site Munich South, following Boukir et al. [45], we decided to set hs to half the standard deviation (SD) of all image digital numbers and for radiometric radius hr a quarter of the SD was used. Minimum object size (ms) was set to 10 pixels (250 m 2 ), representing a small group of trees (see Table 7). ...
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... The window between these two points is moved to the mean value. The process is iterative and ends when the final clustering is given (Boukir & Reinke, 2012). Finally, the Spectral Clustering requires the number of clusters and it uses the similarity matrix between data samples to compute the best eigenvalues for posterior clustering (Liao, 2005). ...
... Les données de référence (limitées aussi, voir section 7.3.2) utilisées pour valider l'approche proposée ne sont pas comptabilisées, d'autant plus que d'autres moyens que la matrice de confusion sont utilisés pourévaluer les approches non supervisées (Boukir et al., 2012). ...
... En outre, l'algorithme du mean shift,à la base de notre approche de détection de changementsChehata et al., 2011), aété peu mis en oeuvre pour des travaux de cartographie forestière. Des travaux relatifs sont certes apparus récemment(Boukir et al., 2012;Taud et al., 2012) mais ils concernent des approches pixel et non région comme notre méthode qui implique le mean shiftà deux niveaux : segmentation puis cartographie. Les performances de cet algorithme puissant sur des images de forêt, aussi bien dans un contexte de segmentation que de classification multispectrale, seront analysées dans la section 7. ...
... It is a powerful unsupervised data analysis technique which does not require prior knowledge of the number of clusters, and does not constrain the shape of the clusters. Comaniciu et al. [5] and Boukir et al. [6] have done studies on Mean shift and have put forward the advantages of using Mean Shift as a segmentation process in the remote sensing images. ...
... Boukir et al. [6] have used a fast mean shift algorithm called path assigned mean shift, which is said to be 5 times faster than original mean shift. The method uses mean shift segmentation first to segment the image then as a second refinement used k-means algorithm to converge to a refined solution. ...