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It is observed that there is a high correlation between the optimal block size and residual error.
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Based on the high correlation between the residual error of ME and the optimal block size, general residual complexity (GRC) and local residual complexity (LRC) are defined.
Finally, the optimal block was cast.
From this evaluation, we determined that the optimal block size was 64 (threads per block).
In contrast, if the residual error is not small enough to select a large block, smaller block sizes are considered to determine the optimal block size mode.
All cases were reviewed by a pathologist and the optimal block was selected for molecular testing.
Moreover, we observe numerically a close strong connection between the proposed metric and diversity: the optimal block-size is also optimal in terms of outage probability.
The optimal block-sizes are b∗∈β∗ = {1,2}.
The optimal block-sizes is b max ∗ = 8.
We have found that the optimal block-sizes that achieve maximum diversity are the ones that minimize the correlation between subcarriers.
We have proposed in [12] the largest optimal block-size b max ∗ as the unique optimal block-size: Since CFO yields a diversity loss, in the presence of moderate values of CFO, the optimal block-size allocation is b max ∗.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com