Perfect Space-Time Block Codes for parallel MIMO channels

Yang, Sheng; Belfiore, Jean-Claude; Rekaya, Ghaya; Othman, B.

doi:10.1109/isit.2006.261821

Cited by 37 publications

(31 citation statements)

References 17 publications

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“…Now, for any arbitrary power level, π, the outage probability, O(R, π), in the limit SNR → ∞ is a generalization of the result in [4] and is described in Lemma 2.…”

Section: B Optimal Tradeoff With Partial Csitmentioning

confidence: 97%

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Diversity Multiplexing Tradeoff in MIMO Frequency Selective Channels with Partial CSIT

2008

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Abstract-In this letter, we derive the optimal diversitymultiplexing tradeoff for a frequency selective MIMO channel with resolution-constrained channel feedback. The additional degree of freedom provided by the channel multipaths is succinctly captured in the tradeoff characterization. For instance, in a L-path SISO channel, with K-level feedback, the maximum diversity increase is exponential in K.

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“…Now, for any arbitrary power level, π, the outage probability, O(R, π), in the limit SNR → ∞ is a generalization of the result in [4] and is described in Lemma 2.…”

Section: B Optimal Tradeoff With Partial Csitmentioning

confidence: 97%

“…The multiple channel paths provide an additional degree of freedom which can be exploited to improve both diversity gain (DG) and multiplexing gain (MG). This improvement has been characterized using the optimal DMT with no CSIT in [4], [5]. In this letter, we characterize the DMT of a MIMO wideband channel with CSIT.…”

Section: Introductionmentioning

confidence: 99%

Diversity Multiplexing Tradeoff in MIMO Frequency Selective Channels with Partial CSIT

2008

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“…Thus, the schemes in [31] and [33] pose the issue of UDCS. Furthermore, it is worth mentioning that the UDCS issue highlighted above can be seen in other differential transmission schemes in the literature, which employ 1) orthogonal space-time block codes [45], [46] combined with QAM signal sets, 2) non-orthogonal STBCs constructed both from division algebras [43] and from number theory [47], the Golden code [48] and the perfect STBCs [49]. The performance of these STBCs in the context of differential transmission scheme can be found in [50].…”

Section: A Fundamental Issue In Differential Encodingmentioning

confidence: 99%

“…No with STBCs from [43], [47]- [49] bpcu : bits per channel use ⌊c⌋ 2 p denotes the largest integer that is a power of two and smaller than c …”

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confidence: 99%

Algebraic Differential Spatial Modulation is Capable of Approaching the Performance of its Coherent Counterpart

Rajashekar

Ishikawa

et al. 2017

IEEE Trans. Commun.

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Abstract-We show that certain signal constellations invoked for classic differential encoding result in a phenomenon we term as the unbounded differential constellation size (UDCS). Various existing differential transmission schemes that suffer from this issue are identified. Then, we propose an enhanced algebraic field extension based differential spatial modulation scheme (AFE-DSM) and its enhanced counterpart that strikes a diversity-rate trade-off (AFE-DSM-DR), both of which overcome the UDCS issue without compromising its full transmit diversity advantage. Furthermore, the proposed schemes are extended to incorporate amplitude and phase shift keying (APSK) in order to exploit all the available degrees of freedom. Additionally, we propose a pair of detection schemes specially designed for APSK aided differential transmission schemes. Explicitly, we conceive the buffered minimum mean squared error (B-MMSE) detector and buffered maximum likelihood (B-ML) detector, which exploit the knowledge of previously detected symbols in order to further improve the detection performance. Our simulation results have shown that the proposed detectors are capable of bridging the performance gap between the conventional differential detector (CDD) and the coherent detector that has full channel state information. Specifically, when employing the proposed APSK aided AFE-DSM scheme operating at a rate of 2 bits per channel use (bpcu), the B-MMSE and B-ML detectors are observed to give about 3 dB and 3.5 dB signal-to-noise ratio gain with respect to their CDD counterpart at a bit error ratio of 10 −5 .Index Terms-Differential spatial modulation, finite input constellation, diversity, minimum mean squared error, maximum likelihood detector.

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“…For construction A, let the prime q = 17 and let L denote the unique subfield of ( 17 ) of degree 8 over . Then by Theorem 4, the compositum LK gives us the desired extension of K. Now Gal(K= ) = C2 2 C2-note that unlike in other examples this Galois group is not cyclic.…”

mentioning

confidence: 99%

Performance Bounds for Bi-Directional Coded Cooperation Protocols

Kim¹,

Mitran²,

Tarokh³

2007

27th International Conference on Distributed Computing Systems Workshops (ICDCSW'07)

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Abstract-In coded bidirectional cooperation, two nodes wish to exchange messages over a shared half-duplex channel with the help of a relay. In this correspondence, we derive performance bounds for this problem for each of three decode-and-forward protocols. The first protocol is a two phase protocol where both users simultaneously transmit during the first phase and the relay alone transmits during the second. In this protocol, our bounds are tight. The second protocol considers sequential transmissions from the two users followed by a transmission from the relay while the third protocol is a hybrid of the first two protocols and has four phases. In the latter two protocols the bounds are not identical. Numerical evaluation shows that in some cases of interest our bounds do not differ significantly. Finally, in the Gaussian case with path loss, we derive achievable rates and compare the relative merits of each protocol. This case is of interest in cellular systems. Surprisingly, we find that in some cases, the achievable rate region of the four phase protocol contains points that are outside the outer bounds of the other two protocols.

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Perfect Space-Time Block Codes for parallel MIMO channels

Cited by 37 publications

References 17 publications

Diversity Multiplexing Tradeoff in MIMO Frequency Selective Channels with Partial CSIT

Diversity Multiplexing Tradeoff in MIMO Frequency Selective Channels with Partial CSIT

Algebraic Differential Spatial Modulation is Capable of Approaching the Performance of its Coherent Counterpart

Performance Bounds for Bi-Directional Coded Cooperation Protocols

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