This paper considers downlink of reconfigurable intelligent surface (RIS) assisted cooperative non-orthogonal multiple access (CNOMA) systems. Our objective is to minimize the total transmit power by jointly optimizing the active beamforming vectors, transmit-relaying power, and RIS phase shifts. The formulated problem is a mixed-integer nonlinear programming (MINLP) problem. To tackle this problem, the alternating optimization approach is utilized to decouple the variables. In each alternative procedure, the optimal solutions for the active beamforming vectors, transmit-relaying power and phase shifts are obtained. However, the proposed algorithm has high complexity since the optimal phase shifts are solved by integer linear programming (ILP) whose computational complexity is exponential in the number of variables. To strike a good computational complexity-optimality trade-off, a low-complexity suboptimal algorithm is proposed by invoking the iterative penalty function based semidefinite programming (SDP) and the successive refinement approaches. Numerical results illustrate that: i) the proposed RIS-CNOMA system, aided by our proposed algorithms, outperforms the conventional CNOMA system. ii) the proposed low-complexity suboptimal algorithm can achieve the near-optimal performance. iii) whether the RIS-CNOMA system outperforms the RIS assisted non-orthogonal multiple access (RIS-NOMA) system depends not only on the users' locations but also on the RIS' location.
翻译:本文审视了可重新配置的智能表面(RIS) 辅助非正反向多重访问系统( CNOMA) 的下链接。 我们的目标是通过联合优化主动波束成形矢量、 传输回流力和RIS 阶段转换, 最大限度地减少传输总动力。 设计的问题是一个混合的内插非线性编程( MILP) 问题 。 为了解决这个问题, 使用交替优化法来解析变量。 在每种替代程序中, 都获得了主动波形成形矢量、 传输回流动力和阶段变换的最佳解决方案。 然而, 拟议的算法是高度复杂的, 因为最佳的阶段变换是通过整线性线性编程程序( ILP) 解决的。 要达到一个好的计算复杂性- 优化交易( 低相容性亚缩缩缩略图 ), 提议采用基于半不精确度编程( SDP) 和连续的精细化方法的调算法。 数字结果显示: 拟议的RIS- NIS- CNOMA 系统不是接近的, IMA 亚缩 系统也帮助了我们提议的低亚化系统。