The 21st IEEE International Workshop on Local and Metropolitan Area Networks 2015
DOI: 10.1109/lanman.2015.7114716
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MMSE-based lattice-reduction-aided fixed-complexity sphere decoder for low-complexity near-ML MIMO detection

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Cited by 3 publications
(4 citation statements)
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“…Compared to 4 × 4 MIMO detections, the proposed algorithm takes 71k FLOPs to maintain SNR performance with 64 QAM in frequency-selective fading channel (with 100 ns RMS delay and 15 taps delay spread). If this AOC-based MIMO detection is worked in AWGN only, the required FLOPs, which is more than LRA-MMSE FSD [39] (7937), is around 3.97k in 64-QAM. Compared to KSE method [10], the AOC algorithm takes about 16k if 9 constellations are chosen in each layer with 16 QAM and K is set to 12.…”
Section: A Algorithm Levelmentioning
confidence: 99%
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“…Compared to 4 × 4 MIMO detections, the proposed algorithm takes 71k FLOPs to maintain SNR performance with 64 QAM in frequency-selective fading channel (with 100 ns RMS delay and 15 taps delay spread). If this AOC-based MIMO detection is worked in AWGN only, the required FLOPs, which is more than LRA-MMSE FSD [39] (7937), is around 3.97k in 64-QAM. Compared to KSE method [10], the AOC algorithm takes about 16k if 9 constellations are chosen in each layer with 16 QAM and K is set to 12.…”
Section: A Algorithm Levelmentioning
confidence: 99%
“…Hence, several studies have proposed different strategies to optimize the LR-aided algorithm [28]- [37], a LR-Aided K-best detection [38] combines hardware-optimized LLL (HOLLL) and K-best algorithm to approach ML performance. And a 64-QAM lattice-reduction-aided minimum-mean-squared-error-based fixed-complexity sphere decoder (LRA-MMSE-FSD) [39] makes FSD low computational cost via reducing the number of full expansion (FD) stage. In 8 × 8 MIMO, a 64-QAM MIMO detection base on fixed-complexity Effective Lenstra-Lenstra-LovÃąsz (fcELLL) algorithm [37] is introduced to improve the computational efficiency of Effective Lenstra-Lenstra-Lovász (ELLL).…”
Section: Introductionmentioning
confidence: 99%
“…Therefore, to obtain a channel capacity close to the Shannon limit, a new kind of MIMO system, known as the Turbo-MIMO system that is based on bit-interleaved coded modulation, was investigated by Sellathurai and Haykin [5]. Endowed with turbo learning principle [6], these iterative receivers make detection and decoding by exchanging soft bits information mutually, which lets them approach approximately optimal performance with in a computationally feasible manner [5] [7][8][9][10][11].…”
Section: Introductionmentioning
confidence: 99%
“…On the other hand, the potential performance degradation is essential to most of iterative receivers that choose minimum mean square error (MMSE) based algorithm [9][10][11] for its inner decoder, which makes the extrinsic information transferred to the decoder (outer decoder) less reliable. This in turn lets designing near-optimal inner decoders with more reliable extrinsic estimates [6], an open research topic to deal with this problem, be attracted the most attention.…”
Section: Introductionmentioning
confidence: 99%