Exact(7)
In the theoretical results, we obtained the error estimates of both methods based on a priori condition.
Subsequently, we have shown which sets are fundamental to solving problem (3) numerically and obtained the error estimation of logarithm type.
By a regularized gap function and a D-gap function for a weak vector variational inequality, Charitha and Dutta [4] obtained the error bounds of (WVVI), respectively.
Once we have obtained the error and error variance for each tile, we can average them over the eight tiles to obtain the average error (AE) and the average error variance as (12).
With hemodynamic techniques, where high numbers of replicates are easily obtained, the error bars are small.
We had expected error about 5-7% and we obtained the error between 0.5-2% with one exception described above.
Similar(53)
Now, we need to obtain the error estimation.
Subtracting (5.7) from (5.8), we obtain the error equation (5.9).
Using (1)–(5), we obtain the error probability for the HP bit of 4-PAM as.
end{aligned} (80) Finally, apply the triangle inequality to obtain the error estimates.
Furthermore, by using the residue vector (R x,theta)) we obtain the error bound for the solution of SVMQVIP (1.1).
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