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Exact(13)
Therefore, the bounds for the error probability are (C.5).
It is shown that the tolerance provides excellent upper bounds for the error norms.
Recently, the bounds for the error function have attracted the attention of many researchers.
Then we derive lower and upper bounds for the error estimates by bubble function techniques and use these indicators in adaptive finite element schemes.
In Section 3, we derive both (L^{2} -(H^{1}) a posteriori upper error bounds for the error estimates of the control, the state, and the co-state.
As applications, we find several complete monotonicity properties for the functions involving the gamma function and provide the bounds for the error function.
Similar(47)
Our approach can compute bounds for the errors induced by dimension reduction, defeaturing or both in combination.
One seeks to minimize bounds for the errors in the calculated results obtained from a given set of input data, exploiting analytical relations.
Sadabadi et al. [24] estimated the upper bounds for the errors by using the relationship among the segment length, average speed, and travel time and showed that the travel time measurement error is negligible when the average speed is around 45 kmph and the distance between two detectors is 2 3 miles.
The next theorem gives an upper bound for the error function of the truncated FSLPs series.
Also an upper bound for the error of the presented method, with equidistant nodes, is investigated.
More suggestions(18)
bounds for the transmission
bounds for the system
bounds for the rank
bounds for the capacity
bounds for the reception
bounds for the instability
bounds for the coupling
bounds for the class
bounds for the notch
bounds for the performance
bounds for the truncation
bounds for the progressivity
bounds for the player
bounds for the uncertainty
bounds for the product
bounds for the number
bounds for the norm
bounds for the blow-up
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com