On the distribution of SINR for the MMSE MIMO receiver and performance analysis
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Cites methods from "On the distribution of SINR for the..."
...More specifically, the PDF of γk can be approximated by a Gamma distribution as follows [20]:...
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Cites background or methods from "On the distribution of SINR for the..."
...In the independent work [12], the authors show that such a decomposition is possible even if the columns of are correlated (but the rows need to be independent)....
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...In the independent work of [12], the authors show that and are independent even if the columns of are correlated but with the rows of being independent....
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...The approach of [12] is to approximate the first three asymptotic moments of as and then approximate it by a Gamma (or generalized Gamma) random variable....
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References
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"On the distribution of SINR for the..." refers background or methods or result in this paper
...Based on the asymptotic Normality results, Poor and Verdu [2] (also in [4], [8]) proposed using the limiting BER (denoted by BER∞), which is a single Q-function, BER∞ = Q ( √...
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...When p ≥ 32 (or p ≥ 64), the computations become intractable [4], [8]....
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...For binary inputs, Verdu [4] (6....
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..., [2]–[4], [6], [8]–[11]) has received a lot of attention....
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...[3], [4] (6....
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"On the distribution of SINR for the..." refers background or methods in this paper
...Rt ∈ Cp×p is the transmitter correlation matrix....
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...We consider the popular linear minimum mean square error (MMSE) receiver....
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...Conditional on the channel matrix H, the signal-to-interference-plus-noise ratio (SINR) on the k th spatial stream can be expressed as (e.g., [1]–[6]) SINRk = 1 MMSEk − 1 = 1[( Ip + 1mH †H )−1] kk − 1, (2) where Ip is a p × p identity matrix, and H† is the Hermitian transpose of H. Note that (2),…...
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