The phrase "a unitary factor" is correct and usable in written English.
It can be used in contexts where you are discussing a single, cohesive element that contributes to a larger system or outcome.
Example: "In our analysis, we identified a unitary factor that significantly influenced the results of the experiment."
Alternatives: "a singular element" or "a cohesive component".
Up to a unitary factor, this function is equal to the infinite Potapov product.
However, a unitary factor model and a higher-order factor model are similar in that the four skills of reading, listening, writing, and speaking are subsumed in an underlying, higher-order ability.
We can approximate (T_{M}) with a unitary factor that can be determined from T and the product in Eq. (25) evaluated at some point (z_{0}) in the region of interest.
Thus, although a higher-order model was not tested in the current study, it would be reasonable to argue that a favorable result for a unitary factor model, if obtained, indirectly supports a higher-order structure of the TOEFL iBT test.
Various factor analytic studies have suggested up to 6 factors [8], [9] with only two studies reporting a unitary factor [10], [11].
These findings lend support to the notion of a unitary factor influencing the multiple aspects of dysfunction that characterize autistic symptomatology in children in the general population.
These items were discussed in the expert group and two of these items were retained because their I-CVIs were close to the recommended cut-off level and one was retained because it showed high loading to its respective factor "stress recognition", a factor which arose in the analysis as a strong unitary factor, detached from all other factors.
The Cronbach's alpha value of 0.88 for the cluster of items in factor 1 indicates a high internal consistency and that these 11 items represent a relatively unitary factor.
The second step consists of examining the numerical values of the transfer function near the zeros or poles to obtain the correct form of each of the Blaschke-Potapov terms, which are determined up to a constant unitary factor.
Such an approximation/guess for the unitary factor of the rectangular complex matrices can be constructed by U_{0}=frac{1}{alpha}A, (7) where (alpha>0) is an estimate of (|A|_{2}).
The control objectives are twofold: (i) regulating the output voltage to a desired reference value, (ii) assuring a unitary power factor by enforcing the voltage and the current delivred by the electric network to be in phase.
