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The missing rating is denoted by (r_{i,j}=0).
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Although this architecture reduces the area overhead dramatically, we find that the fault missing rate is still high if single-sample checking (SSC) is used.
Since the fault missing rate is related to the upset position when m = 8, each bit of the input of multipliers and adders is upset in turn.
Aiming at the problems of the two residue code based schemes mentioned in Section 2, a new residue code based fault-tolerant architecture is proposed in this section, and the fault missing rate is analyzed in detail.
The average missing rates are 0.30, 0.20, and 0.10, respectively.
Since the properties of fault missing rate are similar for m = 2 n ± 1, the simulations for m = 2 n + 1 are not given here.
In general, the missing rates were low.
Missing rates were calculated for each field.
Percentage rates of error and missing rates were calculated.
Total missing rate was the average across positions.
Missing rates were negligible or zero for all variables.
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