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MULTI-OBJECTIVE AND DISCRETE ELEPHANTS HERDING OPTIMIZATION ALGORITHM FOR QOS AWARE WEB SERVICE COMPOSITION

机译:QOS AWARE Web服务组合的多目标离散化羊群优化算法

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The goal of QoS aware web service composition (QoS-WSC) is to provide new functionalities and find a best combination of services to meet complex needs of users. QoS of the resulting composite service should be optimized. QoS-WSC is a global multi-objective optimization problem belonging to NP-hard class given the number of available services. Most of existing approaches reduce this problem to a single-objective problem by aggregating different objectives, which leads to a loss of information. An alternative issue is to use Pareto-based approaches. The Pareto-optimal set contains solutions that ensure the best trade-off between conflicting objectives. In this paper, a new multi-objective meta-heuristic bio-inspired Pareto-based approach is presented to address the QoS-WSC, it is based on Elephants Herding Optimization (EHO) algorithm. EHO is characterised by a strategy of dividing and combining the population to sub population (clan) which allows exchange of information between local searches to get a global optimum. However, the application of others evolutionary algorithms to this problem cannot avoids the early stagnancy in a local optimum. In this paper a discrete and multi-objective version of EHO will be presented based on a crossover operator. Compared with SPEA2 (Strength Pareto Evolutionary Algorithm 2) and MOPSO (Multi-Objective Particle Swarm Optimization algorithm), the results of experimental evaluation show that our improvements significantly outperform the existing algorithms in term of Hypervolume, Set Coverage and Spacing metrics.
机译:QoS感知Web服务组合(QoS-WSC)的目标是提供新功能并找到服务的最佳组合以满足用户的复杂需求。应优化最终组合服务的QoS。给定可用服务的数量,QoS-WSC是一个属于NP-hard类的全局多目标优化问题。现有的大多数方法通过汇总不同的目标将这个问题简化为一个单目标问题,这会导致信息丢失。另一个问题是使用基于Pareto的方法。帕累托最优集包含的解决方案可确保在相互矛盾的目标之间取得最佳平衡。本文提出了一种新的基于多目标元启发式生物启发式Pareto的方法来解决QoS-WSC,该方法基于Elephants Herding Optimization(EHO)算法。 EHO的特征是将种群划分为子种群并将其组合为子种群(族),该战略允许在本地搜索之间交换信息以获得全局最优值。但是,将其他进化算法应用于此问题无法避免局部最优的早期停滞。在本文中,将基于交叉算子提出EHO的离散和多目标版本。与SPEA2(强度帕累托进化算法2)和MOPSO(多目标粒子群优化算法)相比,实验评估结果表明,我们的改进在超容量,集合覆盖率和间距度量方面明显优于现有算法。

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