It also includes the one-parameter family of central sets called the k-ball branch weight centroid introduced by Reid (1991). In particular, this new family ...
Dec 11, 1997 · It also includes the one-parameter family of central sets called the k-ball branch weight centroid introduced by Reid (1991). In particular, ...
A new notion of balanced bipartitions of the vertices in a tree T is introduced and studied. It gives rise to a new central set of vertices in T, ...
Abstract. Fast centroid-based clustering algorithms such as k-means usually converge to a local optimum. In this work, we propose a method for constructing ...
It also includes the one-parameter family of central sets called the k-ball branch weight centroid introduced by Reid (1991). In particular, this new family ...
A ball tree recursively divides the data into nodes defined by a centroid C and radius r , such that each point in the node lies within the hyper-sphere ...
The k-ball l-path Branch Weight Centroid. Discret. Appl. Math. 80(2-3): 239 ... Equivalence of n-tournaments via k-path reversals. Discret. Math. 6(3) ...
A ball tree recursively divides the data into nodes defined by a centroid C and radius r , such that each point in the node lies within the hyper-sphere ...
Feb 13, 2020 · Centroid linkage: calculates centroids for both clusters, then computes the distance between the two before merging them. Ward's (minimum ...
It also includes the one-parameter family of central sets called the k-ball branch weight centroid introduced by Reid (1991). In particular, this new family ...