Sentence examples for of equal thresholds from inspiring English sources

In the pooled sample and in the younger and older age groups, the constraint of equal thresholds across gender had to be relaxed for some items to attain partial scalar invariance (M5).

d The constraint of equal items thresholds was relaxed for items A (so sad nothing could cheer you up), B and D (hopeless) at cycle 4 and for items C (restless or fidgety), D and F at cycle 7.

In men, item A was freed whereas, in women, the constraint of equal item thresholds was relaxed for all items except E. e The degrees of freedom for the chi-square tests are adjusted for the WLSMV estimator and do not correspond to difference of degrees of freedom between the more constrained and the less constrained model.

Maximal scalar invariance (L4) across gender at cycles 1, 4 and 7 of the study, and within gender, over time, could not be reached but partial scalar invariance (L5) was attained at the cost of relaxing the constraint of equal item thresholds for several items.

a The constraint of equal item threshold was relaxed for item C (restless or fidgety) and item D (hopeless).

a The constraint of equal item threshold was relaxed for item C (restless or fidgety) and item F (everything is an effort).

Thus summing up the items scores does not appear to be the optimal scoring system for the K6. a The constraint of equal item threshold was relaxed for item A (so sad nothing could cheer you up) and item C (restless or fidgety).

Txy(t) is computed by: Txyleft( t right), = C1 times T_{xy}^{Intimacy} + C2 times T_{xy}^{Intigrity} + C3 times T_{xy}^{Energy} + C4T_{xy}^{selfishness} + C5T_{xy}^{Reliability} (6 where C2, C3, C4, C4 and C5 are costs associated with these five trust factors with equal threshold of 0.2 for each factor and C1 + C2 + C3 + C4 + C5 = 1.

In addition, applying an equal threshold to networks of different groups of subjects could result in unconnected nodes and differences in network size.

Since the mutual information of variable nodes increases at different rates, it is more reasonable to apply different threshold values for each type of variable node rather than an equal threshold value as in conventional FC schemes.

The test results revealed that the null hypothesis of equal coefficients across thresholds could not be rejected for some of the explanatory variables (e.g., bus drivers' maneuvers, slippery surface), but could be rejected for others (e.g., pedestrian and cyclist involvement, speed limits).