发明名称 |
CQI and rank prediction for list sphere decoding and ML MIMO receivers |
摘要 |
Systems and methodologies are described that facilitate integrating a list-sphere decoding design in a multiple input-multiple output (MIMO wireless communication environment. According to various aspects, optimal rank selection and CQI computation for an optimal rank can be performed in conjunction with a non-linear receiver, such as a maximum life (ML) MMSE receiver, a non-linear receiver with a list-sphere decoder, and the like. Optimal rank selection can be performed using a maximum rank selection protocol, a channel capacity-based protocol, or any other suitable protocol that facilitates rank selection, and CQI information can be generated based in part on effective SNRs determined with regard to a selected optimal rank. |
申请公布号 |
US8971461(B2) |
申请公布日期 |
2015.03.03 |
申请号 |
US200611441652 |
申请日期 |
2006.05.25 |
申请人 |
QUALCOMM Incorporated |
发明人 |
Sampath Hemanth;Kadous Tamer |
分类号 |
H04L1/00;H04B7/12;H04B1/10;H04B7/04;H04B7/06;H04L1/06;H04L25/03 |
主分类号 |
H04L1/00 |
代理机构 |
|
代理人 |
Seo Howard |
主权项 |
1. A method of selecting rank of a non-linear receiver in a user device in a wireless communication environment, the method comprising:
receiving a transmission signal at a non-linear receiver; determining an indication of capacity of the non-linear receiver for each of a plurality of possible ranks of the non-linear receiver, each rank representative of a corresponding number of independent data streams received by the non-linear receiver, wherein determining the indication of capacity for each of the plurality of possible ranks includes computing successive interference cancellation (SIC) capacity for a respective matrix generated for the each of the plurality of possible ranks; and selecting a desired rank, of the plurality of ranks, representative of the number of the independent data streams received by the non-linear receiver, whose corresponding capacity is higher than the capacity corresponding to each other rank of the plurality of ranks. |
地址 |
San Diego CA US |