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After adding the dispersion (D3) correction, the errors of B3LYP and PBE are decreased and their accuracy is similar to that of other dispersion corrected DFT methods.
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For experiment of the outward deflection (5.8° < θ <6.8°), the error in c is in the range from −23%to−76%6%; after inline in situ correction, the error decreases to the range of 12%to44%4%; after using our non-inline in situ correction, the error is between 1% and 8%.
Seeing that there is also no drift correction, the error will tend to rapidly increase with reference age.
Moreover, in an error correction model, the error correction term is significant.
A formal retraction was required, rather than a correction, because the errors undermined the study's conclusion.
Then we add corrections for the errors due to smoothing and discretization, which are found by asymptotic analysis.
Though the EFDH correction, the calculation error of capacity is reduced to less than 5%.
However, without correction the resulting error probabilities are vastly overestimated.
With the use of standard correction methods, the error was largely removed.
With the SY correction method, the error terms do not sum up to zero by construction.
In line with the role of PMd neurons in error correction, the increased execution error during initial BMI operation should increase the modulation of their activity.
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CEO of Professional Science Editing for Scientists @ prosciediting.com