2010 IEEE Sarnoff Symposium 2010
DOI: 10.1109/sarnof.2010.5469792
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Iterative Frequency-Domain Equalization for general constellations

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Cited by 55 publications
(37 citation statements)
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“…In practice, g 0 = 0, since it is the center of mass of the constellation; moreover, several other g i can also be 0 [7] (e.g., for a 64-QAM constellation with Gray mappings we have only 6 nonzero g i coefficients: g 4 = 4, g 6 = 2, g 7 = 1, g 32 = 4j, g 48 = 2j and g 56 = j). If we denote M m the number of nonzero coefficients g i coefficients, then it is clear that a given constellation can be decomposed as the sum of N m ≤ M polar components.…”
Section: Transmitter Structurementioning
confidence: 99%
See 1 more Smart Citation
“…In practice, g 0 = 0, since it is the center of mass of the constellation; moreover, several other g i can also be 0 [7] (e.g., for a 64-QAM constellation with Gray mappings we have only 6 nonzero g i coefficients: g 4 = 4, g 6 = 2, g 7 = 1, g 32 = 4j, g 48 = 2j and g 56 = j). If we denote M m the number of nonzero coefficients g i coefficients, then it is clear that a given constellation can be decomposed as the sum of N m ≤ M polar components.…”
Section: Transmitter Structurementioning
confidence: 99%
“…To allow highly efficient, strongly nonlinear power amplifiers, the variable envelope signals associated to large constellations is decomposed as the sum of several polar components [7], each one modulated as a serial OQPSK signal [8] with reduced envelope fluctuations that is amplified and transmitted by a separate antenna within a massive MIMO scheme. A pragmatic receiver for offset modulations [9], which is based on the IB-DFE concept (Iterative Block Decision Feedback Equalization) [10] is also considered.…”
Section: Introductionmentioning
confidence: 99%
“…For this purpose, we just need to employ the generalized IB-DFE design of references [29,30]. The hard decision associated to the symbol S k,n isŜ k;n ¼ sign…”
Section: Ib-dfe Sic Approachmentioning
confidence: 99%
“…For larger constellations, an estimate of the correlation coefficient can be computed as in [29,30]. For a given iteration and the detection of the kth UE, the iterative receiver equalizer is composed by coefficients F i ð Þ k;l and B i ð Þ k;l .…”
Section: Ib-dfe Sic Approachmentioning
confidence: 99%
“…As so, the use of offset signals such as OQPSK particularly suits LINC, since it is known that these can have much lower envelope fluctuations than non-offset signals. In fact, recently, new architectures have been proposed for 5G [7], [8] employing multi-layer massive antenna structures allowing for highly power and spectral efficient transmitters leverage on the the use of large constellations (e.g., 16-QAM or 64-QAM) that are decomposed as a sum of several OQPSK-type signals [9]; these OQPSK components can individually be efficiently amplified by using LINC and transmitted separately through different antennas. However, compact spectrum OQPSK signals (e.g., trough a square-root raised-cosine filtering with small roll-off) can possess significant envelope fluctuations which may impact on LINC combiner efficiency; in fact, OQPSK-type signals can only have constant envelope at the expense of bandwidths much wider than the minimum Nyquist band (e.g.…”
Section: Introductionmentioning
confidence: 99%