“…In this section, we relate the proposed MST method to the DFT-based approaches [15], [16], [10]. Essentially, due to the one-to-one relationship of DFT and IDFT, the MST method can be related to DFT-based approach as shown in Fig.…”
Section: Similar Approaches In Dft-based Methodsmentioning
confidence: 99%
“…Similarly, time domain interpolation can be performed at the cost of complexity. Most of the channel estimation approaches may be viewed as DFT-based approaches [15], [16], [10], [11], where LS (Least square) channel (frequency response) estimates are fed to IFFT block to get time domain channel impulse response estimate, and then appropriately processed and transformed back to frequency domain by FFT. A DFT-based approach for OFDM system with transmit and receive antenna diversity has been discussed in [10].…”
Index Terms-Channel estimation, intra-symbol time-averaging, linear minimum mean square error estimator, most significant taps selection, orthogonal frequency division multiplexing (OFDM).
“…In this section, we relate the proposed MST method to the DFT-based approaches [15], [16], [10]. Essentially, due to the one-to-one relationship of DFT and IDFT, the MST method can be related to DFT-based approach as shown in Fig.…”
Section: Similar Approaches In Dft-based Methodsmentioning
confidence: 99%
“…Similarly, time domain interpolation can be performed at the cost of complexity. Most of the channel estimation approaches may be viewed as DFT-based approaches [15], [16], [10], [11], where LS (Least square) channel (frequency response) estimates are fed to IFFT block to get time domain channel impulse response estimate, and then appropriately processed and transformed back to frequency domain by FFT. A DFT-based approach for OFDM system with transmit and receive antenna diversity has been discussed in [10].…”
Index Terms-Channel estimation, intra-symbol time-averaging, linear minimum mean square error estimator, most significant taps selection, orthogonal frequency division multiplexing (OFDM).
“…as for example QPSK we have α = 1, while for higher-order Quadrature Amplitude Modulation (QAM) schemes we have α > 1 [4]. In the context of the derivation of Equation 7 we have exploited that the complex symbols transmitted by different users in the same subcarrier are statistically independent, which also implies that they are uncorrelated, i.e.…”
“…The factor ρ was termed in [4] as the "filter noise reduction factor". The MSE of Equation 7 can therefore be modified to yield:…”
Section: 23á Priori Andá Posteriori Channel Estimation Mse After mentioning
confidence: 99%
“…In order to further improve the channel transfer function estimator's MSE, a well-established approach [4,5] is to apply Fast Fourier Transform (FFT) based time-domain windowing to theá posteriori estimated channel transfer factorsĤ…”
Section: 23á Priori Andá Posteriori Channel Estimation Mse After mentioning
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