3.9.2: Closest Points
Assume you have two sets of points: say βPβ and βCβ. Further imagine you want to have a network that connects each point of the first set with a predefined number of its nearest neighbors in the second set (input βNβ) or to points in set two that lie within a given distance βLDistβ. In that case the βNearest Neighborβ-component will be the right choice (see fig. 3.9.2.1). It outputs at βPβ a data tree with branches containing the points of set βCβ which are closest to the βPβ-points. The order of branches corresponds to the points in βPβ. The output βiβ returns the indexes of the nodes in βCβ, and βDβ the distances.
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