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In both conditions, the algorithm called for a significant reduction or discontinuation of insulin delivery during impending hypoglycemia.
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To determine the accuracy obtained in the field conditions, the algorithm described in work [3] was used.
By varying initial conditions, the algorithm can produce different partitions.
If the algorithm satisfies the end condition, the algorithm is terminated; otherwise, the process jumps to step 3. .
With the standard event set and condition, the algorithm was mathematically proved [ 7], which means that it outputs the true global constrained minimum of the corresponding functional.
In the absolute condition, the algorithm terminates after the absolute mean value of E remains below a target energy for a certain period of time.
In the freeze condition, the algorithm terminates after the absolute energy E changes by less than a certain proportion over a certain period of time.
Boundary conditions enter the algorithm in the form of constraints.
The convergence of AMP-CTLS is analyzed, and the initial conditions of the algorithm are discussed.
The boundary conditions for the algorithm were given by either complete consolidation or by complete nonunion in the fracture area.
For the reality of microarray condition, the algorithms are tested with addition of noise to simulation data.
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CEO of Professional Science Editing for Scientists @ prosciediting.com