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This assumption was evaluated for 24-hour IOP reduction in patients who underwent monotherapy or adjunctive therapy.
Previous modelling of PFF has relied on the assumption that particles follow streamlines, and this assumption was evaluated.
The normality assumption was evaluated by pooling all data for each dimension, separately for men and women, and performing the Kolmogrov Smirnoff test.
The accuracy of the isothermal pellet assumption was evaluated by using this assumption to solve a two dimensional nonadiabatic fixed bed catalytic rea.
The proportional hazards assumption was evaluated in all of the simulations.
This assumption was evaluated using high-resolution respirometry, where basal oxygen consumption was measured following the addition of cells to an oxygraph.
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The consequences of this assumption are evaluated in the next section.
Assuming that all transmissions are successful, i.e., (mathbf {s}_{i}^{(R)} equiv mathbf {s}_{i}^{(T)}[!k]), a similar equation holds for (hat {s}_{i}^{(R)}[!k]) (the impact of breaching this assumption is evaluated in Section 6).
Then, we address the mismatched case where, following the approach discussed in our recent work [14], the performance of the mismatched ML (MML) scatter matrix estimator derived under Gaussian assumption is evaluated and its MSE compared with the constrained misspecified Cramér-Rao bound (CMRB) [15].
Departures from the proportional hazards assumption were evaluated by visual inspection of the Cox curves.
The model fit and the validity of the local independence assumption were evaluated for the confirmatory IRT model.
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