Fourier-transform based linear equalization for MIMO CDMA downlink
a linear equalization and mimo technology, applied in the field of mimo reception methods, to avoid computationally intense matrix inversion
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[0023]In a preliminary discussion covering both single input / single output (SISO) and multiple input / multiple output (MIMO), consider the case of a CDMA downlink with at least one (M) antenna and J active users each of which is assigned a number of codes Kj; for j=1 - - - J. Let K be the total number of active spreading codes (summed over Kj). Note that in our discussion, we use spreading code index, rather than user index, to simplify the notation. At the transmitter, the chip-level signal representation is given by Eq (1) in FIG. 2, where i, m and k are chip, symbol and spreading code indices. The base station scrambling code is denoted by c(i). Meanwhile, ak stands for the power assigned to spreading code k, bk is the information symbol sequence for spreading code k and sk(i) is the spreading code k.
[0024]Let h=[hO; :::hL] be the composite chip-level channel impulse vector of spreading code k. Note h includes the contributions from transmit pulse shaper, the wireless propagation ...
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