Price-Based Resource Allocation in Spectrum-Sharing OFDMA Femtocell Networks

A. Rahmati, V. Shah-Mansouri, D. Niyato
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引用次数: 8

Abstract

Deployment of femtocells have emerged as a promising technique to address the need for the exponentially increasing mobile traffic demand. They can also improve the capacity and coverage for the indoor wireless users. However, the cross-tier interference in such heterogeneous networks between the femtocells and the macrocells is a design challenge which should be answered before such deployment. In this paper, a spectrum-sharing OFDMA femtocell network is considered in which the macrocell base station protects itself and its users by pricing the interference from femtocell access points. A price-based resource allocation is formulated as a Stackelberg game model to jointly maximize the revenue of the macrocell and the utility of the femtocell users (FUEs) while a predetermined tolerable cross-interference constraint at the macrocell is met. In the proposed model, the macrocell determines the subchannel assignment and the interference prices for the FUEs. Then, the FUEs choose their optimal downlink power. To find the Stackelberg equilibrium, the optimization problems of the leader and the followers are solved. For the followers' sub-game, a closed form expression is obtained. To find the leader's sub-game solution, the non-convex mixed integer nonlinear (MINLP) problem is first converted to an equivalent convex MINLP. Then, we employ the outer approximation (OA) to iteratively and efficiently solve the leader problem. The numerical results validate the convergence of the OA algorithm and the operation of our price-based scheme.
基于价格的频谱共享OFDMA Femtocell网络资源分配
移动基站的部署已经成为一种很有前途的技术,可以满足指数级增长的移动通信需求。它们还可以提高室内无线用户的容量和覆盖范围。然而,在这种异构网络中,飞基站和宏基站之间的跨层干扰是在部署之前应该解决的设计挑战。本文考虑了一种频谱共享的OFDMA移动蜂窝网络,在这种网络中,宏蜂窝基站通过对来自移动蜂窝接入点的干扰进行定价来保护自己和用户。基于价格的资源分配是一个Stackelberg博弈模型,在满足宏基站可容忍交叉干扰约束的前提下,使宏基站的收益和飞基站用户的效用共同最大化。在该模型中,宏单元决定子信道分配和fue的干扰价格。然后,fue选择其最优下行功率。为了找到Stackelberg均衡,求解了领导者和追随者的优化问题。对于follower的子博弈,得到了一个封闭的形式表达式。首先将非凸混合整数非线性问题转化为等价的凸混合整数非线性问题,求出领导者的子对策解。然后,我们采用外逼近(OA)来迭代有效地求解领导问题。数值结果验证了OA算法的收敛性和基于价格的方案的可操作性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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