Abstract

In this article, two efficient transmit antenna subset (TAS) selection schemes are proposed for receive spatial modulation (RSM)-based massive multiple-input multiple-output. First, an incremental TAS selection algorithm based on the maximization of the received signal-to-noise ratio is presented to select N S active transmit antennas effectively among the available Nτ transmit antennas. Then, to reduce complexity further, the modified TAS selection algorithm performs two consecutive selection stages. The pre-processing stage selects active transmit antennas whose number Np is less than the number of N S of the total transmit antennas to be selected and is equal to or greater than the number N R of the receive antennas. Then the post-processing stage chooses the remaining N S - Np active antennas. In the first stage, a simple norm-based algorithm is employed to reduce the complexity significantly. In the second stage, an incremental selection strategy is performed to find additional transmit antennas. It is demonstrated that the bit error rate and achievable rate of the proposed TAS selection algorithms are close to those of the decremental algorithm. Further, the simulation results show that the proposed TAS selection schemes offer significantly reduced complexity compared to the decremental TAS selection when the difference between the number of selected transmit antennas and the number of total available transmit antennas available is large. Furthermore, the impacts of the channel estimation error on the performance of TAS selection-based RSM systems are examined.

Highlights

  • Spatial modulation (SM) has been considered as a promising multiple-input multiple-output (MIMO) transmission technique for devices with low complexity and low power consumption [1] – [4]

  • We propose two efficient transmit antenna subset (TAS) selection schemes to provide a better tradeoff between system performance and computational complexity when the number of selected transmit antennas is significantly smaller than that of total transmit antennas

  • We demonstrate that the TAS selection algorithm developed in [21] for massive MIMO is unsuitable for the precoding-aided spatial modulation (PSM) systems; this will be shown later in this paper

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Summary

INTRODUCTION

Spatial modulation (SM) has been considered as a promising multiple-input multiple-output (MIMO) transmission technique for devices with low complexity and low power consumption [1] – [4]. Precoding-aided spatial modulation (PSM), called receive SM [6] – [8] has been developed to enhance MIMO spectral efficiency by utilizing the indices of the receive antennas to transmit more information. Euclidean distance optimized antenna selection (EDAS) schemes with lowcomplexity have been considered in [11] and [12] They have obtained less computational complexity while achieving the same symbol error rate performance as an optimal exhaustive search-based EDAS algorithm. The diversity order is the product of the respective diversity orders offered by ZF-based precoding and RAS selection This means that, in the presence of NT transmit antennas and NR receive antennas, the overall diversity gain can be achieved by using. X(:,[1: (k 1) (k 1): end]) represents the remaining submatrix obtained by deleting the k-th column vector in matrix X

SYSTEM MODEL OF TAS-PSM
N 2L 2L
H C NR NT err
PROPOSED INCREMENTAL TAS SELECTION
1: H0 H
COMPLEXITY OF PROPOSED TAS SELECTION
COMPLEXITY OF DECREMENTAL TAS SELECTION ALGORITHM
COMPLEXITY OF PREVIOUS TWO-STAGE TAS
SIMULATION RESULTS
CONCLUSION
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