Sentence examples for evaluate practically from inspiring English sources

Exact(1)

The federal secretary of education, Arne Duncan, is a big fan of using state tests to evaluate practically everything — children, schools, teachers, principals — but he could see that matters had gone too far.

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All the configurations we evaluated gave practically the same result, with no significant difference.

Furthermore, we introduce a new evaluation methodology called time-recall curves to practically evaluate our approach.

Furthermore we practically evaluate some discrete cases and we proposed some graphics with the power consumption and its bounds for some particular real cases.

The principal idea proposed here is to utilize an optimal controller (a modified linear quadratic regulator) to practically evaluate the best achievable control performance for each candidate design during process design.

A procedure is proposed to practically evaluate the metric upon each air interface, thanks to the introducion of new normalized propagation selectivity parameters with respect to system parameters allowing a unified characterization of the propagation link reliability, tuning up the metric decision.

In most cases, the solution of a FDE does not exist in terms of a finite number of elementary functions; it is therefore fundamental to device numerical methods in order to practically evaluate approximated solutions by means of difference schemes or other alternative approaches (e.g., see [14 19]).

If exposure to a parent compound (pesticide) is difficult to evaluate, it is practically impossible to evaluate exposure to a contaminant of a pesticide, such as dioxins that are contaminants of specific phenoxy herbicides and chlorophenols.

To evaluate the analytic solution practically at a specific point, we truncate this infinite series by the term (k=21).

Practically, we evaluate these quantities only for some frequency band inside which the initial wavelet has a sufficiently high energy for the sake of an accurate calculation.

To evaluate the analytic solution practically at a specific point, the infinite series given above is truncated by the term (k=21).

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