论文标题
用户关联,亚渠道分配和电力分配的联合优化多细胞多缔合异质网络中的联合优化
Joint Optimization of User Association, Subchannel Allocation, and Power Allocation in Multi-cell Multi-association OFDMA Heterogeneous Networks
论文作者
论文摘要
异质网络是一种在长期进化〜(LTE)中提出的新型网络架构,与常规网络相比,它高度提高了容量和覆盖率。但是,为了提供最佳服务,必须应用适当的资源管理。在本文中,我们考虑了用户关联,亚渠道分配和功率分配的关节优化问题,用于多电池多缔合正交频分部多访问多访问(OFDMA)异质网络中的下行链路传输。为了解决优化问题,我们首先将其分为两个子问题:1)用户关联和固定功率分配的亚渠道分配; 2)固定用户关联和亚渠道分配的电源分配。随后,我们通过交替解决这两个子问题来获得局部最佳的关节优化问题解决方案。对于第一个子问题,我们根据图理论得出了全球最佳解决方案。对于第二个子问题,我们基于两个凸函数近似方法(DCA)方法的差异,通过低复杂性算法获得了Karush-Kuhn-Tucker(KKT)最佳解决方案。此外,还讨论了多个安德滕纳接收器案例和比例公平案例。仿真结果表明,所提出的算法可以显着增强整个网络吞吐量。
Heterogeneous network is a novel network architecture proposed in Long-Term-Evolution~(LTE), which highly increases the capacity and coverage compared with the conventional networks. However, in order to provide the best services, appropriate resource management must be applied. In this paper, we consider the joint optimization problem of user association, subchannel allocation, and power allocation for downlink transmission in Multi-cell Multi-association Orthogonal Frequency Division Multiple Access (OFDMA) heterogeneous networks. To solve the optimization problem, we first divide it into two subproblems: 1) user association and subchannel allocation for fixed power allocation; 2) power allocation for fixed user association and subchannel allocation. Subsequently, we obtain a locally optimal solution for the joint optimization problem by solving these two subproblems alternately. For the first subproblem, we derive the globally optimal solution based on graph theory. For the second subproblem, we obtain a Karush-Kuhn-Tucker (KKT) optimal solution by a low complexity algorithm based on the difference of two convex functions approximation (DCA) method. In addition, the multi-antenna receiver case and the proportional fairness case are also discussed. Simulation results demonstrate that the proposed algorithms can significantly enhance the overall network throughput.