Affine projection decoding method of layered algebra space-time codes in downlink multi-user multiple-input-multiple-output system
A technology of affine projection and decoding method, which is applied in the field of layered algebraic space-time code, and can solve problems such as multipath fading and performance reduction of bit error rate at the receiver
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Embodiment 1
[0056] It is assumed that the system is equipped with 4 transmitting antennas, and 4 users each have 4 receiving antennas. The constellation uses 4-QAM with a total energy of 4. Transfer rate is 8 bit pcu. The transmit antenna system uses a fourth-order hierarchical space-time code.
[0057] Step 1: According to the decoding scheme above. First write the sending and receiving equation as
[0058] y 1 y 2 y 3 y 4 = p M h 1 h ...
Embodiment 2
[0079] It is assumed that the system has 2 transmitting antennas, 2 users each have 4 receiving antennas, and the sending time interval is T=2. The constellation uses 4-QAM, the total energy is 4 and the transmission rate is 8 bits pcu. The system model is The golden code is used as the sending signal matrix X, where x 1 , x 2 is the information sent to the first user, x 3 , x 4 is the information sent to the second user, then the sending and receiving equation is written as
[0080] y 1 y 2 = p M h 1 h 2 1 ...
Embodiment 3
[0102] It is assumed that the system has 2 transmitting antennas, 2 users each have 2 receiving antennas, and the sending time interval is T=2. The constellation uses 4-QAM, the total energy is 4, and the transfer rate is 4 bits pcu. The system model is The Alamouti code is used as the sending signal matrix X, where x 1 , is the information sent to the first user, x 2 is the information sent to the second user, then the sending and receiving equation is written as y 1 y 2 = p M h 1 h 2 x ...
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