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Correct Simulation Results & Conclusion, round 1

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Andreas Tsouchlos 2024-01-07 22:52:58 +01:00
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letter.tex
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@ -743,7 +743,7 @@ The gain varies significantly
with the SNR (which is to be expected, since with higher SNR values the number
of bit errors decreases, making the correction of those errors in the
``ML-in-the-list'' step more likely).
For an FER of $10^{-6}$ the gain is approximately $\SI{1}{dB}$.
For an FER of $10^{-6}$, the gain is approximately $\SI{1}{dB}$.
Similar behavior can be observed with various other codes.
No immediate relationship between the code length and the gain was observed
during our examinations.
@ -758,7 +758,7 @@ from only a few components of the estimate being wrong.
These few erroneous components can mostly be corrected by appending an
additional step to the original algorithm that is only executed if the
algorithm has not converged.
A gain of up to $\sim\SI{1}{dB}$ can be observed, depending on the code,
A gain of up to $\SI{1}{dB}$ can be observed, depending on the code,
the parameters considered, and the SNR.
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