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Allocating fragments in distributed databases

机译:在分布式数据库中分配片段

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For a distributed database system to function efficiently, the fragments of the database need to be located, judiciously at various sites across the relevant communications network. The problem of allocating these fragments to the most appropriate sites is a difficult one to solve, however, with most approaches available relying on heuristic techniques. Optimal approaches are usually based on mathematical programming, and formulations available for this problem are based on the linearization of nonlinear binary integer programs and have been observed to be ineffective except on very small problems. This paper presents new integer programming formulations for the nonredundant version of the fragment allocation problem. This formulation is extended to address problems which have both storage and processing capacity constraints; the approach is observed to be particularly effective in the presence of capacity restrictions. Extensive computational tests conducted over a variety of parameter values indicate that the reformulations are very effective even on relatively large problems, thereby reducing the need for heuristic approaches.
机译:为了使分布式数据库系统有效运行,需要明智地将数据库的片段放置在相关通信网络的各个站点上。将这些片段分配给最合适的站点的问题很难解决,但是,大多数可用方法依赖于启发式技术。最佳方法通常基于数学编程,并且针对该问题的可用公式基于非线性二进制整数程序的线性化,并且已经发现,除非常小的问题外,该方法无效。本文为片段分配问题的非冗余版本提出了新的整数规划公式。这种表述被扩展以解决同时具有存储和处理能力限制的问题。在存在容量限制的情况下,该方法特别有效。对各种参数值进行的大量计算测试表明,即使在相对较大的问题上,重新制定公式也非常有效,从而减少了对启发式方法的需求。

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