2018
DOI: 10.1049/iet-com.2017.1260
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Non‐orthogonal frequency division multiplexing based on sparse representation

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Cited by 8 publications
(3 citation statements)
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“…The received signal can be re-formulated as: (15) Where fT   ΗI , so ( 15) is regarded as non-orthogonal based received signal. We have applied time-domain equalizer, where equalizer length is chosen to be 3-5 times of channel delay spread, results in symbol estimation of ε: (16) where 𝛔 0 2 is the variance for the noise mentioned in (16). In our proposed non-orthogonal FDM, symbol estimation is done by averaging the signal power when subcarrier spacing is almost half of the traditional spacing of ∆f = 1/T.…”
Section: Time-domain Equalizermentioning
confidence: 99%
See 1 more Smart Citation
“…The received signal can be re-formulated as: (15) Where fT   ΗI , so ( 15) is regarded as non-orthogonal based received signal. We have applied time-domain equalizer, where equalizer length is chosen to be 3-5 times of channel delay spread, results in symbol estimation of ε: (16) where 𝛔 0 2 is the variance for the noise mentioned in (16). In our proposed non-orthogonal FDM, symbol estimation is done by averaging the signal power when subcarrier spacing is almost half of the traditional spacing of ∆f = 1/T.…”
Section: Time-domain Equalizermentioning
confidence: 99%
“…Similarly, in [12], [4], [13], [14], the technique of NOFDM system is proposed for wireless communication. This interesting technique features non-orthogonality/overlapping of symbols/subcarriers, as can be seen in [15], [16], [17]. This overlapping results in ISI / ICI.…”
mentioning
confidence: 99%
“…Where [ ] is the carrier in the OFDM modulator, k and n represent the frequency index and time index of subcarriers, respectively and N is the sampling time and the total number of orthogonal subcarriers in OFDM [9]. To generate subcarriers of the proposed channel matched OFDM, we select a subset of K (K < N) OFDM subcarriers, and rows which represents non-selected subcarriers, in G matrix will be set to zero to obtain a new matrix defined by,…”
Section: System Modelmentioning
confidence: 99%