Sentence examples for for each principle from inspiring English sources

The OFT has taken pains to outline positive and negative examples for each principle, rooting the theory in developer practice.

For each principle, the studies were ranked as high, medium or low quality.

For each principle, we compare two or more trees that vary in how effectively they follow that principle.

In the next section we will map each principle below to a set of formal models (for each principle the corresponding model is stated in parentheses): 1.

Based on these observations, we created a pilot rubric that assigned a total of ten points to the assessment (two points for each principle or conceptual category).

Even for the measurement of a single parameter, a variety of measurement principles is available, and for each principle many sensor types, measurement configurations and different ways of signal processing and data handling are available.

Calibration curves were built not only to follow the photodegradation, but also to test the linear range for each active principle; basing on their lower value, we choose the initial concentration of the pure active principles to be subjected to photodegradation; the criterion was that, after a 90% of photodegradation, the residual concentration had to be appreciated.

Results from the heuristic evaluation, including the average rating for each heuristic principle, the proportion of HDCIM items within each heuristic, and the overall rating of the usability for each heuristic.

Some of these tools report a mapping quality score for each alignment in principle, this quality score tells researchers the likelihood that the alignment is correct.

GO representation of P. murrayi clusters is shown for each organizing principle of GO: molecular functions (Additional file 1a; Fig. 1a), cellular components (Additional file 1b; Fig. 1b), and biological processes (Additional file 1c; Fig. 1c).

For each non-principle character φ ∈ Irr ( G ′ ), by Lemma 3.1, there exists U φ such that | U φ / G ′ | ≤ 3. Now we consider the action of G on the set of Irr ( G ′ ) ∖ { 1 G ′ } by g : θ → θ g for θ ∈ Irr ( G ′ ) and g ∈ G. Subcase 1.1.