On Graph Reduction for QoS Prediction of Very Large Web Service Compositions

A. Goldman, Yanik Ngoko
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引用次数: 24

Abstract

In this paper, we investigate the question of QoS prediction of Web Service Composition (WSC) implementing a business process. We focus on the graph reduction technique and the prediction of the Service Response Time. In the graph reduction technique, we assume that a Web Service Composition can be represented as a graph. The main thesis is that the QoS of such a graph graph can be obtained from a composition of the ones of its nodes. Multiple graph reduction algorithms have been proposed in the literature. Our contribution is twofold. We propose first a fast algorithm based on graph reduction for the prediction of the Service Response Time of a Web Service Composition. In comparison to those existing in the literature, this algorithm uses less memory space and has a better time complexity. The obtained improvements are in particular significant on very large Web Service Composition where the number of services is huge. Our second contribution is an analysis of the graph reduction technique for QoS prediction that takes into account the unfolding of services. In such cases, we show that the prediction of QoS can lead to a NP-complete problem. We also provide an integer programming model for predicting the Service Response Time in this case.
基于图约简的超大Web服务组合QoS预测
本文研究了实现业务流程的Web服务组合(WSC)的QoS预测问题。重点研究了图约简技术和服务响应时间的预测。在图约简技术中,我们假设Web服务组合可以表示为图。本文的主要论点是这种图的QoS可以通过其节点的QoS的组合来获得。文献中已经提出了多种图约简算法。我们的贡献是双重的。首先提出了一种基于图约简的快速Web服务响应时间预测算法。与已有文献相比,该算法占用的内存空间更小,时间复杂度更高。所获得的改进在服务数量巨大的大型Web服务组合中尤为重要。我们的第二个贡献是分析了用于QoS预测的图约简技术,该技术考虑了服务的展开。在这种情况下,我们表明QoS的预测可能导致np完全问题。我们还提供了一个整数规划模型来预测这种情况下的服务响应时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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