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Pareto Boundary of the Rate Region for Single-Stream MIMO Interference Channels: Linear Transceiver Design

机译:单流mImO干扰的速率区域的pareto边界   通道:线性收发器设计

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摘要

We consider a multiple-input multiple-output (MIMO) interference channel(IC), where a single data stream per user is transmitted and each receivertreats interference as noise. The paper focuses on the open problem ofcomputing the outermost boundary (so-called Pareto boundary-PB) of theachievable rate region under linear transceiver design. The Pareto boundaryconsists of the strict PB and non-strict PB. For the two user case, we computethe non-strict PB and the two ending points of the strict PB exactly. For thestrict PB, we formulate the problem to maximize one rate while the other rateis fixed such that a strict PB point is reached. To solve this non-convexoptimization problem which results from the hard-coupled two transmitbeamformers, we propose an alternating optimization algorithm. Furthermore, weextend the algorithm to the multi-user scenario and show convergence. Numericalsimulations illustrate that the proposed algorithm computes a sequence ofwell-distributed operating points that serve as a reasonable and complete innerbound of the strict PB compared with existing methods.
机译:我们考虑一个多输入多输出(MIMO)干扰信道(IC),其中每个用户发送一个数据流,每个接收器将干扰作为噪声进行处理。本文重点讨论了在线性收发器设计下计算可达到的速率区域的最外边界(所谓的帕累托边界-PB)的开放性问题。帕累托边界由严格PB和非严格PB组成。对于两个用户的情况,我们精确地计算了非严格PB和严格PB的两个端点。对于严格的PB,我们制定了使一个速率最大化而另一速率固定的问题,以便达到严格的PB点。为了解决由于硬耦合两个发射波束形成器而导致的非凸优化问题,我们提出了一种交替优化算法。此外,我们将该算法扩展到多用户方案并显示出收敛性。数值模拟表明,与现有方法相比,该算法计算出了一系列分布良好的工作点,这些工作点可作为严格PB的合理而完整的内界。

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