Sentence examples for linear purpose from inspiring English sources

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Every bit of dialogue, even a light one, has a heavy linear purpose, whether it's an eloquent, uninterrupted soliloquy from a reproachful wife (or mistress) or a one-liner tossed around the firehouse.

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For modeling purposes a linear function is chosen that approaches the convex function in the interval of the expected number of optimal locations.

The simplest option for this purpose is a linear function, but this has the disadvantage of resulting in "shoulders" where the function "pieces" meet and, if the piece-wise defined function is not programmed carefully, may result in negative HI values or HI values greater than 1.

On the one hand, optimal EIS measurement conditions for linear modelling purposes can be derived, based on a tradeoff between the minimization of the level of the non-linearities and an acceptable noise level.

Our results challenge the assumed linear relationship between purpose and purposeful organizing and more specifically the belief that seeking (purposeful) B Corp certification at firm foundation is necessarily productive for society and for the ventures themselves regardless of when the certification is achieved.

For this purpose, linear PHEMA was added into the prepolymer solutions, and PHEMA films with a smooth surface were successfully synthesized by a simple one-step UV curing.

For this purpose, linear mixed modeling was used to understand the associations between learner social capital, linguistic and discourse patterns, media used for interaction, as well as the time in the course when interaction took place.

For that purpose, linear or nonlinear least-squares fitting techniques are widely used.

A Sonosite Veterinary Model, equivalent to the portable Sonosite 180 with a general purpose linear 10 MHz transducer, with adequate gel was positioned at the head of the pig (Fig. 5).

For this purpose, linear regression models were fitted to the time series of phenological development with the year as the independent variable and the beginning (day of year) of prominent phenological growth stages of maize and wheat as the dependent variable.

For this purpose, linear transfer function models were built according to the identification method proposed by Pankratz (15).

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