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in k-dimensional space, which facilitates searches involving a multidimensional key, or descriptor, such as range searches and nearest-neighbor searches. This type of partitioning can also be seen as a special case of binary space partitioning (BSP) trees [67], which is a method for recursively subdividing a space into convex sets by hyperplanes, which give rise to a representation of the scene by means of a tree data structure. In a k-d tree (Fig. 4.59, top) every node is a k-dimensional point, associated with a splitting hyperplane, which divides the space k into two subspaces: All points to the left of the hyperplane represent the left subtree of that node, and points to the right of the hyperplane represent the right subtree. In particular, given N sample points in k , the rst cutting hyperplane is chosen along the dimension i, where they show the largest variance, and its position is given by the median of all points m along that dimension. Information about the splitting hyperplane of each partition (or bin) is stored in the tree node. The same procedure is applied recursively to the two subspaces generated by this node and terminates at the leaf nodes, where only one point, the median, is present. Overall, this procedure creates a tree with depth d = log 2N . The leaf nodes of a k-d tree partition the sample set com pletely, in such a way that small bins are created in regions where points have a higher density, and vice versa. police excel ean 128 How Excel creates barcodes | PCWorld
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