端到端QoS约束和复杂收费模型下的成本最小化服务选择

René Ramacher, L. Mönch
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引用次数: 15

摘要

服务组合允许在已有功能的基础上实现复杂的业务需求,这些功能可能是从第三方提供商处获得的。面对不断增长的服务市场,企业必须选择最合适的服务来支持其服务组合。除了功能属性之外,服务选择还受到非功能属性(如服务的价格或质量)的驱动。在服务营销的文献中,考虑了数量折扣、捆绑效应和基于订阅的收费,讨论了复杂服务收费模型。动态和复杂的收费模式有望在未来的服务业中发挥重要作用。因此,服务选择必须处理这些复杂的收费模型,以获得成本最小化的服务组合。在本文中,我们提出了一个基于数学规划的成本最小化服务选择模型,该模型考虑了文献中发现的复杂服务收费模型。除了纯成本最小化的观点外,所建议的模型还考虑了端到端受限的服务质量(QoS)属性,如服务组合的执行时间。计算实验表明,该方法适用于求解合理规模的问题实例。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cost-Minimizing Service Selection in the Presence of End-to-End QoS Constraints and Complex Charging Models
The composition of services allows for achieving complex business requirements on top of already existing functionality, potentially procured from third party providers. Facing a growing market of services, enterprises have to select the most appropriate services to support their service compositions. Beside functional attributes the service selection is driven by nonfunctional properties like the price or the quality of a service. Taken into account quantity discounts, bundle effects, and subscription-based charging, complex service charging models are discussed in the literature of service marketing. Dynamic and complex charging models are expected to play an important role in the future service industry. Therefore, a service selection has to deal with those complex charging models in order to obtain a cost minimizing composition of services. In this paper, we present a cost minimizing service selection model based on mathematical programming that considers complex service charging models found in the literature. In addition to a pure cost minimizing point of view, the proposed model also takes into account end-to-end constrained quality of service (QoS) attributes like the execution time of service compositions. The conducted computational experiments demonstrate that the approach is applicable to solve problem instances of reasonable size.
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