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Peer-to-peer Optimization in Large Unreliable Networks with Branch-and-Bound and Particle Swarms

机译:具有分支边界和粒子群的大型不可靠网络中的对等优化

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摘要

Abstract. Recent developments in the area of peer-to-peer (P2P) computing have enabled a new generation of fully-distributed global optimization algorithms via providing self-organizing control and load balancing mechanisms in very large scale, unreliable networks. Such decentralized networks (lacking a GRID-style resource management and scheduling infrastructure) are an increasingly important platform to exploit. So far, little is known about the scaling and reliability of optimization algorithms in P2P environments. In this paper we present empirical results comparing two algorithms for real-valued search spaces in large-scale and unreliable networks. Some interesting, and perhaps counter-intuitive findings are presented: for example, failures in the network can in fact significantly improve performance under some conditions. The two algorithms that are compared are a known distributed particle swarm optimization (PSO) algorithm and a novel P2P branch-and-bound (B&B) algorithm based on interval arithmetic. Although our B&B algorithm is not a black-box heuristic, the PSO algorithm is competitive in certain cases, in particular, in larger networks. Comparing two rather different paradigms for solving the same problem gives a better characterization of the limits and possibilities of optimization in P2P networks.
机译:抽象。对等(P2P)计算领域的最新发展通过在非常庞大,不可靠的网络中提供自组织控制和负载平衡机制,实现了新一代的全分布式全局优化算法。这样的分散网络(缺乏GRID样式的资源管理和调度基础结构)是一个越来越重要的开发平台。到目前为止,对P2P环境中优化算法的可伸缩性和可靠性知之甚少。在本文中,我们给出了比较大型和不可靠网络中实值搜索空间的两种算法的经验结果。提出了一些有趣的,也许是违反直觉的发现:例如,在某些情况下,网络故障实际上可以显着提高性能。比较的两种算法是已知的分布式粒子群优化(PSO)算法和基于区间算法的新型P2P分支定界(B&B)算法。尽管我们的B&B算法不是黑盒启发式算法,但PSO算法在某些情况下(尤其是在大型网络中)具有竞争力。比较两个用于解决同一问题的不同范例,可以更好地表征P2P网络中的限制和优化的可能性。

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