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Interference-Aware Energy-Efficient Resource Allocation for OFDMA-Based Heterogeneous Networks With Incomplete Channel State Information

机译:具有不完整信道状态信息的基于OFDMA的异构网络的可感知干扰的节能资源分配

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摘要

Heterogeneous wireless networks are considered as promising technologies to improve energy efficiency. In heterogeneous networks, interference management is very important since the interference due to spectrum sharing can significantly degrade overall performance. In the existing work, various resource allocation methods are proposed to either improve energy efficiency or mitigate interference in orthogonal frequency-division multiple access (OFDMA)-based multicell networks. To the best of our knowledge, no research on resource allocation has jointly considered improving energy efficiency and performing interference control, especially using interference power constraint strategies. Furthermore, most existing work assumes that all of the channel state information (CSI) is known completely, which might not be realistic in heterogeneous networks due to the limited capacity of the backhaul links and varied ownership of network devices. In this paper, we propose a game-theoretical scheme using energy-efficient resource allocation and interference pricing for an interference-limited environment in heterogeneous networks. We formulate the problems of resource allocation and interference management as a Stackelberg game with incomplete CSI. A backward induction method is used to analyze the proposed game. A closed-form expression of the Stackelberg equilibrium (SE) is obtained for the proposed game with various interference power constraints. Simulation results are presented to show the effectiveness of the proposed scheme.
机译:异构无线网络被认为是提高能源效率的有前途的技术。在异构网络中,干扰管理非常重要,因为频谱共享引起的干扰会大大降低整体性能。在现有工作中,提出了各种资源分配方法来提高能量效率或减轻基于正交频分多址(OFDMA)的多小区网络中的干扰。就我们所知,没有关于资源分配的研究共同考虑提高能源效率和执行干扰控制,尤其是使用干扰功率限制策略。此外,大多数现有工作都假设所有信道状态信息(CSI)都是完全已知的,由于回程链路的容量有限以及网络设备的所有权不同,在异构网络中这可能不现实。在本文中,我们针对异构网络中受干扰限制的环境,提出了一种利用能源高效资源分配和干扰定价的博弈理论方案。我们将资源分配和干扰管理问题表达为具有不完全CSI的Stackelberg游戏。后向归纳法用于分析所提出的游戏。对于具有各种干扰功率约束的拟议博弈,获得了斯塔克尔伯格平衡(SE)的闭式表达式。仿真结果表明了该方案的有效性。

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