In this paper, we investigate an multiple intelligent reflecting surfaces (IRSs) assisted interference coordination in multi-cell multi-user multi-input multi-output (MU-MIMO) downlink communication system, where the IRSs are dedicated deployed at cells boundary for coordinating the intra-cell and inter-cell interference. For this configuration, the weighted sum-rate (WSR) of all the users is maximized by optimizing the active transmit beamforming at the base stations (BSs) and passive reflective beamforming at the IRS cooperatively. We consider both general constraint case and the more practical constraint case at the IRS. Since the problem is non-convex, we first recast it into an equivalent form by using extended Lagrangian Dual Transform and Fractional Programming Transform, and then for general constraint case, we propose an efficient iterative alternately algorithm to find the optimal solution in closed-form. Moreover, we propose a low-complexity two-step algorithm based on the well-known Majorization-Minimization Algorithm and Nearest Point Projection Algorithm for optimizing the passive reflective beamforming under the more practical constraint case. Simulations results indicate that the IRS can significantly enhance the system performance through coordinating interference, and proposed jointly optimizing algorithms offer a substantial improvement performance gain over baseline schemes. Furthermore, we discuss some interesting issues related to the IRS-assisted communication system.
翻译:在本文中,我们调查多细胞多用户多投入多产出下链接通信系统(MU-MIMO)的多智能反映面(IRS)协助干扰协调多细胞多用户多投入多产出下链接通信系统(MU-MIMO)下链接通信系统,在这个系统中,IRS是专门部署在细胞边界的,以协调细胞内部和细胞间干扰;对于这一配置,所有用户的加权总和率(WSR)通过优化基站(BS)的主动传输光束和被动反射波以合作方式形成。我们既考虑一般制约情况,也考虑IRS中更实际的制约情况。由于问题不是电解码,我们首先通过使用拉格朗双倍变换和分数规划变换,将其改造成等同的形式。对于这一配置,我们提出一个高效的迭代代算法,以找到封闭式的最佳解决方案。 此外,我们提议基于众所周知的多数化-最小化 Algoithm和近端点预测限制情况。由于问题,我们先将问题重新编成一个比较精确的通信系统,因此,我们可以通过简化的系统来大幅优化实际的升级的系统。