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In [10], Mahale and Nair, motivated by the work of Qi-Nian Jin [13] for an iteratively regularized Gauss-Newton method, considered an alternate stopping criterion which not only ensures the convergence, but also derives an order optimal error estimate under a general source condition on x ˆ − x 0.
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However, since the method considered a one-dimensional image, the predicted distance may not be accurate.
The first and more prioritised method considered a situation in which the FAC analysis revealed that ( exists R_{jd},:, - 2omega^{ circ } le R_{jd} le 2omega^{ circ } ).
After the visit and 6 months later, subjects completed the 30-day Timeline Followback, a validated calendar method considered a reference standard for assessing alcohol consumption,[ 32] and the Short Inventory of Problems (SIP) to assess alcohol-related problems [ 33].
The first method considers an exact 3D solution of the problem.
The excess chemical potentials have been determined using Widom's test-particle insertion method considering an ensemble of microstructures generated by Monte Carlo calculations.
To test the method, consider an ellipsoidal phase function given by Eq. (6).
Imputation was calculated for linear regression method, considering an arbitrary pattern of missing values.
All methods considered an additive polygenic effect in the model to account for population structure.
However, even when these methods considered an underlying network structure, this structure was assumed to be the same for the 'treatment' and 'control' group.
The map was produced by sGs method considering a cell size of 2 × 2 m.
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CEO of Professional Science Editing for Scientists @ prosciediting.com