Sentence examples for restricted to be equal from inspiring English sources

Since the OLS model includes more parameter restrictions than does the fixed-effects model (the intercepts are restricted to be equal over states), we would expect the error sum of squares to be higher for the OLS model.

(1 3), the coefficients of regression of each regressor in each root component model (taproot or lateral roots) are forced (constrained, restricted) to be equal to coefficients of the equivalent regressor in the root system model, allowing additivity.

(1– 3), the coefficients of regression of each regressor in each root component model (taproot or lateral roots) are forced (constrained, restricted) to be equal to coefficients of the equivalent regressor in the root system model, allowing additivity.

ωL and ωG were allowed to differ, and in each case, only one was compared with the background ratio ω0; the other could vary freely or could be restricted to be equal to ω0.

When the modifying variance was restricted to be equal to the polygenic variance, this model did not fit significantly better than the model with the same constant polygenic and modifying variance (P=0.30).

To this end, a null model in which connections were restricted to be equal for the 2 different formats was compared with a full model that allowed different path coefficients for different formats (for a similar approach, see Büchel and Friston 1997).

Since the power is not restricted to be larger than or equal to one, the linearization of the system at the origin may fail.

Xu et al. have studied the lattice structure for arbitrary-length OLPPUFB (ALOLPPUFB), i.e. OLPPUFB with filter length KM + β, where M is the integer decimation factor, K is an integer, and β is an integer between 0 and M. Such work was restricted to be used for the case with equal numbers of symmetric and antisymmetric filters, and cannot be easily generalized for other possible cases.

The peak following endogenous boosting, however, is restricted to be at most equal to the peak following exogenous boosting.

The term (S♀2 + β♀2Age) was restricted to be larger than, or equal to zero to ensure that the second threshold was always higher than the first.

The j-th stage imposes the restriction: Given Z1, when satisfies all of selection conditions required by event Q, it is restricted to be less than or equal to (A2 where represents the treatment effect estimate from stage u associated with the -th largest cumulative MLE at stage j and the second summation is only defined and evaluated if.