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Multiagent Constraint Satisfaction with Multiply Sectioned Constraint Networks

机译:多重分段约束网络的多主体约束满足

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摘要

Variables and constraints in problem domains are often distributed. These distributed constraint satisfaction problems (DCSPs) lend themselves to multiagent solutions. Most existing algorithms for DCSPs are extensions of centralized backtracking or iterative improvement with breakout. Their worst case complexity is exponential. On the other hand, directional consistency based algorithms solve centralized CSPs efficiently if primal graph density is bounded. No known multiagent algorithms solve DCSPs with the same efficiency. We propose the first such algorithm and show that it is sound and complete.
机译:问题域中的变量和约束通常是分布的。这些分布式约束满足问题(DCSP)使其适用于多主体解决方案。 DCSP的大多数现有算法都是集中式回溯的扩展或突破性迭代改进。最坏情况下的复杂度是指数级的。另一方面,如果原始图密度受到限制,则基于方向一致性的算法可有效解决集中式CSP。没有已知的多主体算法能够以相同的效率解决DCSP。我们提出了第一个这样的算法,并证明它是合理且完整的。

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