Models adjusted by patient group confirmed the significance of width as a predictor of ARsASRM > 1 cm [OR for width, 3.5 (P < 0.01); OR for group, 0.22 (P < 0.01)], width as a predictor of ARsESHRE-ESGE [OR for width, 2.2 (P < 0.01); OR for group, 0.26 (P < 0.01)] and surface area as a predictor of ARsASRM > 1 cm [OR for surface area, 1.5 (P < 0.01)]; OR for group, 0.32 (P < 0.01).
Group-adjusted models for abnormal anatomic results (odds ratio for no adhesion barrier to autocross-linked polysaccharide group) confirmed the significance of septal width and weakened the significance of surface area for the ESHRE-ESGE criteria, and confirmed the significance of septal width and surface area for the ASRM > 1 cm criteria (Table V).
Group-adjusted models (odds ratio for no adhesion barrier to autocross-linked polysaccharide group) for RS (ESHRE-ESGE criteria) confirmed the significance of septal width and weakened the significance of septal surface area (Table V).
The particular significance of vomer width for the bilateral posterior nares atresia has also been stressed on in the research reported by Harnsberger as well as Vanzieleghem et al. [ 29, 30].
Model predictions also highlight the significance of active bed width, rather than bed shear stress, as a fundamental ingredient in the prediction of the bed load rate and therefore, as an important morphological property to be modelled.
We then defined the index as the sum of individual items with equal weight after obtaining a one factor model with meaningful factor loadings in terms of expected sign, statistical significance and width of confidence intervals.
Where Broome disagrees with Griffin is with regard to the width and significance of the zone of soft indeterminacy.
Motif-X default settings of width = 13, occurrence = 20, and significance = 0.000001 were used for pSer and pThr.
For pTyr, less stringent settings of width = 13, occurrence = 2, and significance = 0.0005 were used because only 18 peptides contained localized pTyr motifs.
We detect the significance of the cluster by using its width w= j− i+1 and the total count o=∑ k = i j c k.
The model adjusted by group confirmed the significance of this parameter (odds ratio for width, 2.2; 95% confidence interval, 1.2 4.2; P ≤ 0.02; odds ratio for group, 0.4; 95% confidence interval, 0.15 0.93; P ≤ 0.05).
