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An Improved Artificial Bee Colony Approach to QoS-Aware Service Selection

机译:QoS感知服务选择的改进人工蜂群方法

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As available services accumulate on the Internet, QoS-aware service selection (SSP) becomes an increasingly difficult task. Since Artificial Bee Colony algorithm (ABC) has been successful in solving many problems as a simpler implementation of swarm intelligence, its application to SSP is promising. However, ABC was initially designed for numerical optimization, and its effectiveness highly depends on what we call optimality continuity property of the solution space, i.e., similar variable values (or neighboring solutions) result in similar objective values (or evaluation results). We will show that SSP does not possess such property. We further propose an approximation approach based on greedy search strategies for ABC, to overcome this problem. In this approach, neighboring solutions are generated for a composition greedily based on the neighboring services of its component services. Two algorithms with different neighborhood measures are presented based on this approach. The resulting neighborhood structure of the proposed algorithms is analogical to that of continuous functions, so that the advantages of ABC can be fully leveraged in solving SSP. Also, they are pure online algorithms which are as simple as canonical ABC. The rationale of the proposed approach is discussed and the complexity of the algorithms is analyzed. Experiments conducted against canonical ABC indicate that the proposed algorithms can achieve better optimality within limited time.
机译:随着可用服务在Internet上的积累,支持QoS的服务选择(SSP)变得越来越困难。由于人工蜂群算法(ABC)作为解决群体智能的一种较简单的实现方法已成功解决了许多问题,因此将其应用于SSP具有广阔的前景。但是,ABC最初是为数值优化而设计的,其有效性在很大程度上取决于我们称之为解空间的最优连续性,即相似的变量值(或邻近解)导致相似的目标值(或评估结果)。我们将证明SSP不具有此类属性。我们进一步提出了一种基于贪婪搜索策略的ABC近似方法,以解决此问题。在这种方法中,基于其组成服务的相邻服务,贪婪地为合成生成相邻解决方案。基于这种方法,提出了两种具有不同邻域测度的算法。所提出算法的邻域结构类似于连续函数,因此可以充分利用ABC的优势来求解SSP。而且,它们是纯净的在线算法,就像规范的ABC一样简单。讨论了所提出方法的原理,并分析了算法的复杂性。针对经典ABC进行的实验表明,所提出的算法可以在有限的时间内实现更好的最优性。

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