Method for determining linear dispersion space-time codes for receiving antenna numberless than transmitting antenna number
A technology of receiving antenna and transmitting antenna, applied in the field of channel coding, can solve problems such as loss of application value, and achieve the effect of good coding performance and simple coding design complexity
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[0025] System model:
[0026] Suppose the number of transmitting antennas is M, the number of receiving antennas is N, (N≤M) MIMO channel model see figure 1 .
[0027] Consider the case of T transmission time periods (that is, the number of times the channel is used is T), and the input-output relationship is expressed as
[0028] R=HX+v (1)
[0029] Among them, R is an N×T receiving matrix, which means that the N-dimensional column vector is received for a total of T times at each time. H is an NxM channel matrix which is flat (ie constant) over time T. X is an M×T transmission matrix, which means that M-dimensional column vectors are transmitted through M transmission antennas at each time, and T times are transmitted in total. V is an N×T complex Gaussian noise matrix.
[0030] X from the q-dimensional uncoded vector s=[s 1 ...s q ] T Encoding comes, q=min(MT, NT), when N≤M, when q=NT its encoding process is
[0031] X = Σ ...
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