Sentence examples for for differential functioning from inspiring English sources
They explored a variety of potential reasons for differential functioning, considering both test and learner characteristics.
The reasons for differential functioning of this text included differences in IQ, education background in primary and undergraduate education as well as English language competency.
The differential expression of FKBP51 in normal melanocytes, in which the immunophilin is hardly detectable [3], and melanoma, in which the protein is overexpressed, might in part account for differential functions exerted by TGF-β in normal and malignant melanocytes.
This observation may have an implication for differential function of ClpB as compared to other class I Clps.
Less consideration has been paid to the functional diversity of genes that are essential to specific developmental processes and the temporal requirements for differential functions.
We identified one SNP at position 1754 bp in 15I5 and 1755 bp in line N 5' of the ATG as a candidate; transcription factor binding prediction [ 105] identifies the corresponding region in all lines as an AP-1 binding site and we suggest that this SNP could be responsible for differential function.
The 'balanced meal' item had the lowest threshold in each ethnic group even though there was evidence of differential functioning for this item by ethnicity.
It may then be helpful to identify underlying reasons for the differential functioning using expert item review (see the section on qualitative methods below).
Therefore, when comparing two related proteins, correct "functional" alignment and R-R correspondence is important for predicting differential function or binding site characteristics and for applications in computational design of reagents for diagnostics and therapeutics that are specific for the proteins of interest.
Items were tested for differential item functioning (DIF) to check if items functioned in the same way across all subgroups.
For a differential function (F x)), (F'(x)) is referred to as the Jacobi matrix of the function (F x)).
