Autonomous Dynamic Reconfiguration in Multi-Agent Systems: by Markus Hannebauer

By Markus Hannebauer

High communique efforts and negative challenge fixing effects as a result of limited assessment are vital matters in collaborative challenge fixing. This paintings addresses those concerns by way of introducing the tactics of agent melting and agent splitting that let person challenge fixing brokers to repeatedly and autonomously reconfigure and adapt themselves to the actual challenge to be solved.

The writer presents a legitimate theoretical beginning of collaborative challenge fixing itself and introduces quite a few new layout recommendations and strategies to enhance its caliber and potency, reminiscent of the multi-phase contract discovering protocol for exterior challenge fixing, the composable belief-desire-intention agent structure, and the distribution-aware constraint specification structure for inner challenge solving.

The useful relevance and applicability of the ideas and strategies supplied are proven through the use of scientific appointment scheduling as a case study.

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Extra info for Autonomous Dynamic Reconfiguration in Multi-Agent Systems: Improving the Quality and Efficiency of Collaborative Problem Solving

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Our distributed constraint technology makes contributions to four essential questions in collaborative problem solving modeled by distributed constraint problems. The first two questions stem from agent technology. – How must the infrastructure of a multi-agent system be constructed to support collaborative problem solving? This question is answered in Chap. 5 by introducing the necessary means for agent communication, agent interaction and agent management. 5 Improving Collaborative Problem Solving 21 – How must a single intelligent agent be constructed to participate in collaborative problem solving?

2. 2). 3 Constraint Problems 43 Fig. 9. 4. Given ∀Π : (α(Π))2 = id, ≥α id and ≤id are reflexive partial orders on constraint problems. 3 the following lemma states the connection between α-τ -solution space reducibility and τ -solution space reducibility, given that α is correct and complete. 9 illustrates the proof of the lemma. 4.

A common ontology as a generic interface between problem solvers is not at hand yet, though the notions of “money” or “value” seem to be good starting points. On the other hand, economics has come up with formal models of economic interaction, in particular game theory including research on two-player games, auctions and coalitions [217, 220, 218]. However, the gain in formalism has also caused a lack in generality and flexibility. 2 State of the Art 29 game theory agents are assumed to be rational or economic.

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