Multi-Objective Approach to Improve Load Balance and Blockage in Millimeter Wave Cellular Networks

Masoud Zarifneshat, P. Roy, Li Xiao
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引用次数: 1

Abstract

One of the main enabling technologies of 5G wireless networks is to use mm-Wave spectrum band. Despite its large and wide frequency bandwidth, the obtained data rate can be diminished due to link blockage in this frequency band. In this paper, we formulate a bi-objective optimization problem to optimize user association in cellular networks with mm-Wave enabled base stations. The two objectives to minimize are maximum base station utility and blockage score (to indicate the chance of a link getting blocked). We simulate three different scalarization methods to turn a bi-objective vector into a scalar. Since the combinatorial bi-objective problem is NP-Hard, we conduct Lagrangian dual analysis on all of the scalarization methods. Solving the dual problem decreases the time complexity of the solver algorithm, but the solution has a distance from the optimal point created by solving the primal. We also solve the primal optimization problem with a single objective optimization tool. Compared to the time complexity of the primal problem of scalarization methods, the time complexities of solutions to the dual problems are lower. The results show that our solution to bi-objective optimization problem has a better outcome in terms of the number of link blockage and the maximum base station utility compared to optimizing each objective alone.1
改善毫米波蜂窝网络中负载平衡和阻塞的多目标方法
5G无线网络的主要使能技术之一是使用毫米波频段。尽管它的频率带宽又大又宽,但由于该频段的链路阻塞,所获得的数据速率可能会降低。在本文中,我们制定了一个双目标优化问题,以优化具有毫米波基站的蜂窝网络中的用户关联。最小化的两个目标是最大基站效用和阻塞分数(表示链路被阻塞的可能性)。我们模拟了三种不同的标量化方法来将双目标向量转化为标量。由于组合双目标问题是NP-Hard问题,我们对所有的标化方法进行拉格朗日对偶分析。解决对偶问题降低了求解器算法的时间复杂度,但解与解原所产生的最优点有一定距离。我们还用单目标优化工具解决了原始优化问题。与标量化方法的原始问题的时间复杂度相比,对偶问题解的时间复杂度较低。结果表明,与单独优化每个目标相比,双目标优化问题的解决方案在链路阻塞数量和最大基站效用方面具有更好的结果
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