Coalition formation is a key topic in multi-agent systems. To date, most work on this problem has concentrated on simple characteristic function games. However, this lacks the notion of tasks which makes it more difficult to apply it in many applications. Dang et showed that this problem was NP-hard and that the minimum number of coalition structures that need to be searched through in order to establish a solution within a bound from the optimal was (2 m+n-1-1). Then Dang et presented an algorithm that takes a step further to search those task-based coalition structures whose biggest task-based coalition's cardinality is greater than or equal to ⌈n(K - 1) /(K + 1) ⌉ in order to attain the bound K, which is the best result known so far. Against this background, this paper reports on a novel anytime algorithm based on cardinality structure that only have to take a step further to search those task-based coalition structures whose cardinality structure is in the CTCS(n, m, K*). Finally via contrast experiment, the algorithm reported in this paper is obviously better than that of Dang et al. (up to 10 19 times faster when n=60,m=40, K=3). © Springer-Verlag Berlin Heidelberg 2009.
CITATION STYLE
Su, S. X., Hu, S. L., Zheng, S. F., Lin, C. F., & Lai, X. W. (2009). Coalition structure generation in task-based settings based on cardinality structure. In Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics) (Vol. 5044 LNAI, pp. 398–403). https://doi.org/10.1007/978-3-642-01639-4_37
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