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Now we state some technical results in order to study the error.
Therefore, our main concern is to study the error analysis of the updating steps.
Therefore, we will study the error estimates using mixed finite element for the fourth order parabolic optimal control problems.
The method of manufactured solutions is used to validate the expected higher-order accuracy and to study the error convergence properties of this new method.
These questions are also reviewed in Section 2. In Section 3 we define the sequence described above and we study the error.
We study the error recovery capacity of the crowd by measuring how long it takes for a destroyed correct edges to be re-created.
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We study the error-tolerance capabilities of pooling designs constructed by intersecting relation from combinatorial structures proposed by D'yachkov et al.
The aim of this work is to study the errors induced in the response parameters by the aforementioned uncertainties.
In our analysis, we do not consider the error due to the fine-grid discretization of local problems and only study the errors due to the enrichment.
Throughout the study, the errors were distributed into the categories as follows: insulin, 43.8%; communication, 39.6%; intravenous fluids, 14.6%; nutrition, 0%; and discharge delay, 2.1%.
From previous studies the error from the tip sample convolution method is around 30%[32]].
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CEO of Professional Science Editing for Scientists @ prosciediting.com