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- Scale-invariant_feature_transform abstract "Scale-invariant feature transform (or SIFT) is an algorithm in computer vision to detect and describe local features in images. The algorithm was published by David Lowe in 1999.Applications include object recognition, robotic mapping and navigation, image stitching, 3D modeling, gesture recognition, video tracking, individual identification of wildlife and match moving.The algorithm is patented in the US; the owner is the University of British Columbia.".
- Scale-invariant_feature_transform wikiPageExternalLink lowe04distinctive.html.
- Scale-invariant_feature_transform wikiPageExternalLink MS05.
- Scale-invariant_feature_transform wikiPageExternalLink opensift.
- Scale-invariant_feature_transform wikiPageExternalLink bmvc04.pdf.
- Scale-invariant_feature_transform wikiPageExternalLink sift-scale-invariant-feature-transform.
- Scale-invariant_feature_transform wikiPageExternalLink sift_multiple_object_detection.html.
- Scale-invariant_feature_transform wikiPageExternalLink lip-vireo.htm.
- Scale-invariant_feature_transform wikiPageExternalLink pcasift.
- Scale-invariant_feature_transform wikiPageExternalLink my_affine_sift.
- Scale-invariant_feature_transform wikiPageExternalLink 82.
- Scale-invariant_feature_transform wikiPageExternalLink www.jprr.org.
- Scale-invariant_feature_transform wikiPageExternalLink 26.
- Scale-invariant_feature_transform wikiPageExternalLink 38782.
- Scale-invariant_feature_transform wikiPageExternalLink featExtract1.3.zip.
- Scale-invariant_feature_transform wikiPageExternalLink SIFT.
- Scale-invariant_feature_transform wikiPageExternalLink www.vlfeat.org.
- Scale-invariant_feature_transform wikiPageExternalLink code.
- Scale-invariant_feature_transform wikiPageExternalLink ezsift.
- Scale-invariant_feature_transform wikiPageID "1208345".
- Scale-invariant_feature_transform wikiPageRevisionID "606322956".
- Scale-invariant_feature_transform hasPhotoCollection Scale-invariant_feature_transform.
- Scale-invariant_feature_transform subject Category:Feature_detection.
- Scale-invariant_feature_transform subject Category:Object_recognition_and_categorization.
- Scale-invariant_feature_transform comment "Scale-invariant feature transform (or SIFT) is an algorithm in computer vision to detect and describe local features in images. The algorithm was published by David Lowe in 1999.Applications include object recognition, robotic mapping and navigation, image stitching, 3D modeling, gesture recognition, video tracking, individual identification of wildlife and match moving.The algorithm is patented in the US; the owner is the University of British Columbia.".
- Scale-invariant_feature_transform label "Scale-invariant feature transform".
- Scale-invariant_feature_transform label "Scale-invariant feature transform".
- Scale-invariant_feature_transform label "Scale-invariant feature transform".
- Scale-invariant_feature_transform label "Scale-invariant feature transform".
- Scale-invariant_feature_transform label "Scale-invariant feature transform".
- Scale-invariant_feature_transform label "Skaloniezmiennicze przekształcenie cech".
- Scale-invariant_feature_transform label "تحويل صفة صورة غير مرتبط بمقياس".
- Scale-invariant_feature_transform label "尺度不變特徵轉換".
- Scale-invariant_feature_transform sameAs Scale-invariant_feature_transform.
- Scale-invariant_feature_transform sameAs Scale-invariant_feature_transform.
- Scale-invariant_feature_transform sameAs Scale-invariant_feature_transform.
- Scale-invariant_feature_transform sameAs Scale-invariant_feature_transform.
- Scale-invariant_feature_transform sameAs Scale-invariant_feature_transform.
- Scale-invariant_feature_transform sameAs Skaloniezmiennicze_przekształcenie_cech.
- Scale-invariant_feature_transform sameAs m.04hcbb.
- Scale-invariant_feature_transform sameAs Q767770.
- Scale-invariant_feature_transform sameAs Q767770.
- Scale-invariant_feature_transform wasDerivedFrom Scale-invariant_feature_transform?oldid=606322956.
- Scale-invariant_feature_transform isPrimaryTopicOf Scale-invariant_feature_transform.