The sharer’s dilemma in collective adaptive systems of self-interested agents

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Abstract

In collective adaptive systems (CAS), adaptation can be implemented by optimization wrt. utility. Agents in a CAS may be selfinterested, while their utilities may depend on other agents’ choices. Independent optimization of agent utilities may yield poor individual and global reward due to locally interfering individual preferences. Joint optimization may scale poorly, and is impossible if agents cannot expose their preferences due to privacy or security issues. In this paper, we study utility sharing for mitigating this issue. Sharing utility with others may incentivize individuals to consider choices that are locally suboptimal but increase global reward. We illustrate our approach with a utility sharing variant of distributed cross entropy optimization. Empirical results show that utility sharing increases expected individual and global payoff in comparison to optimization without utility sharing. We also investigate the effect of greedy defectors in a CAS of sharing, self-interested agents. We observe that defection increases the mean expected individual payoff at the expense of sharing individuals’ payoff. We empirically show that the choice between defection and sharing yields a fundamental dilemma for self-interested agents in a CAS.

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APA

Belzner, L., Schmid, K., Phan, T., Gabor, T., & Wirsing, M. (2018). The sharer’s dilemma in collective adaptive systems of self-interested agents. In Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics) (Vol. 11246 LNCS, pp. 241–256). Springer Science and Business Media Deutschland GmbH. https://doi.org/10.1007/978-3-030-03424-5_16

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