Incremental clustering and dynamic information retrieval
Moses Charikar, Chandra Chekuri, Tomás Feder, Rajeev Motwani · 1997
Motivated by applications such as document and image classification in information retrieval, we consider the problem of clustering dynamic point sets in a metric space.We propose a model-c~led incremental clustering which is based on a careful analysis of the requirements of the information retrieval application, and which should also be useful in other applications.The goal is to efficiently maintain clusters of small diameter as new points are inserted.We analyze several natural greedy algorithms and demonstrate that they perform poorly.We propose new deterministic and randomized incremental clustering algorithms which have a provably good performance.We complement our positive results with lower bounds on the performance of incremental algorithms.Finally, we consider tbe dual clustering problem where the clusters are of fixed diameter, and the goal is to minimize the number of clusters.