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Solving Dynamic Distributed Constraint Satisfaction Problems with a Modified Weak-Commitment Search Algorithm

机译:解决修改后的弱制搜索算法的动态分布式约束满足问题

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Constraint Programming research is currently aimed at solving problems in a dynamically changing environment. This paper addresses the problem of solving a Dynamic Distributed Constraint Satisfaction Problem (Dynamic DCSP). The solution proposed is an algorithm implemented in a multi- agent system. A Dynamic DCSP is a problem in which variables, values and constraints are distributed among various agents. Agents can be freely added to or removed from the system. Most advanced applications cannot be represented by DCSPs, but they can be modeled by Dynamic DCSPs. The algorithm described in this paper is an extension of the Asynchronous Weak Commitment Search algorithm (AWCS) originally proposed by Yukoo [10]. The extended algorithm is designed to cope with the dynamically changing parameters of a Dynamic DCSP. The proposed algorithm differs from other Dynamic DCSP algorithms because it allows an unlimited number of changes to any of the variables, values, or constraints. This paper describes an agent system implementing the modified AWCS algorithm and verifies its effectiveness by applying it to a dynamic N-Queens problem. The results prove the applicability of the modified algorithm to Dynamic DCSP.
机译:约束编程研究目前旨在解决动态变化的环境中的问题。本文解决了解决动态分布式约束满足问题(动态DCSP)的问题。所提出的解决方案是在多代理系统中实现的算法。动态DCSP是一个问题,其中变量,值和约束在各种代理中分布。可以自由地添加或从系统中删除代理。大多数高级应用程序不能由DCSP表示,但它们可以通过动态DCSPS进行建模。本文描述的算法是Yukoo [10]最初提出的异步弱承诺搜索算法(AWC)的扩展。扩展算法旨在应对动态DCSP的动态变化参数。所提出的算法与其他动态DCSP算法不同,因为它允许对任何变量,值或约束的任何变量更改无限数量。本文介绍了实现修改的AWCS算法的代理系统,并通过将其应用于动态N-Queens问题来验证其有效性。结果证明了修改算法对动态DCSP的适用性。

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