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A maximum likelihood receiver for the concatenated STECC has a prohibitive complexity, and cannot be implemented in practice.
MRC receiver is deemed as the optimal since it results in a maximum likelihood receiver [8] when the source bits are equiprobable.
A maximum likelihood receiver and adjustable code matrices subject to a power constraint with a decode-and-forward cooperation strategy are considered with different DSTC antenna configurations.
The probability of error is derived here for the maximum likelihood receiver and the simulation results obtained here support our analytical finding.
While RSC-inst is the selection version of the C-MRC of [8], RSC-avg can be viewed as the selection version of the maximum likelihood receiver of [7].
In this section, after the general overview of the receiver structure in Section 4.1.1, we describe two different dual-stream multiantenna demodulators, namely a linear minimum mean squared error (MMSE) receiver (see Section 4.1.3) and an approximate maximum likelihood receiver (see Section 4.1.4) [22 24].
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To validate the prognostic significance of the screening equation and identify the optimal cut point for determining a positive screening test, a maximum-likelihood receiver-operating characteristic (ROC) curve was fit using STATA's ROCFIT procedure (11).
Thus, the optimum receiver is a multiuser (MU) maximum likelihood (ML) receiver, implemented, in this case, by the minimum distance receiver, such that, for j = 0, 1: s ^ ( 2 i + j ) = arg min s Ẽ s Λ 0 1 ( 2 i ) V s - z j ( i ) 2. (16).
Furthermore, the equalized maximum likelihood (EML) receiver is proposed, and its performance is improved because of the optimized target response.
The maximum likelihood (ML) receiver can effectively solve the problem; however, its computational complexity is prohibitedly high.
To mitigate this problem, the partial response maximum likelihood (PRML) receiver with a specific target response is widely used; it has acceptable performance for a reasonable realization complexity.
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