One Class of Clusterization Problems in Network Models

E. Gimadi, Danila Chesnokov, E. Shin
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Abstract

One clustering problem, which arises in design of search systems, is considered. NP-hardness of the general case of the problem is proved. A complexity status is determined for the cases with certain particular structures of the directed graph, such as: Complete Acyclic graph, Path graph, OutTree and InTree graphs. For the cases of Path and InTree graphs the exact algorithms with quadratic complexity are proposed.
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网络模型中的一类聚类问题
考虑了搜索系统设计中出现的一个聚类问题。证明了该问题一般情况下的np -硬度。对于有向图具有特定结构的情况,如:完全无环图、路径图、OutTree图和InTree图,确定复杂度状态。对于路径图和InTree图,提出了具有二次复杂度的精确算法。
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