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A permutation-coded evolutionary strategy for multi-objective GSM network planning

机译:用于多目标GSM网络规划的置换编码进化策略

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摘要

The base station placement problem, with n potential candidate sites is NP-Hard with 2(n) solutions (Mathar and Niessen, Wirel. Netw. 6, 421 - 428, 2000). When dimensioned on m unknown variable settings (e.g., number of power settings+ number of tilt settings, etc.) the computational complexity becomes (m+1)(n) (Raisanen, PhD. thesis, 2006). We introduce a novel approach to reduce the computational complexity by dimensioning sites only once to guarantee traffic hold requirements are satisfied. This approach works by determining the maximum set of service test points candidate sites can handle without exceeding a hard traffic constraint, T-MAX. Following this, the ability of two evolutionary strategies (binary and permutation-coded) to search for the minimum set cover are compared. This reverses the commonly followed approach of achieving service coverage first and then dimensioning to meet traffic hold. To test this approach, three realistic GSM network simulation environments are engineered, and a series of tests performed. Results indicate this approach can quickly meet network operator objectives.
机译:具有n个潜在候选站点的基站放置问题是具有2(n)个解的NP-Hard(Mathar和Niessen,Wirel.Netw.6,421-428,2000)。当根据m个未知变量设置(例如,功率设置的数量+倾斜设置的数量等)确定尺寸时,计算复杂度变为(m + 1)(n)(Raisanen,Ph.D.,2006)。我们引入了一种新颖的方法,通过仅对站点进行一次尺寸确定即可确保满足流量保持要求,从而降低了计算复杂性。这种方法通过确定候选站点可以处理的最大服务测试点集来工作,而不会超出硬流量限制T-MAX。此后,比较了两种进化策略(二进制和置换编码)搜索最小集合覆盖率的能力。这颠倒了通常遵循的先实现服务覆盖范围,然后进行规模调整以满足流量保持的方法。为了测试这种方法,设计了三个现实的GSM网络仿真环境,并执行了一系列测试。结果表明,该方法可以快速满足网络运营商的目标。

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