Sentence examples for inexact use of from inspiring English sources

The indiscriminate and inexact use of antibiotics encourages the spread of such bacterial resistance.

Historians may bridle at such an inexact use of the word but it's too late, says Mark Forsyth, author of The Etymologicon: A Circular Stroll through the Hidden Connections of the English Language.

Language, to Kraus, was of great moral as well as aesthetic importance, and he relentlessly criticized its dishonest, pretentious, or inexact use as symptomatic of the moral corruption of the age.

While plate theory is the most common model used in separations science and provides a successful measure to compare column performance, it fails to relate the extracted theoretical variables of plate height (H) and number of plates (N) to any physical aspects of chromatography and is inexact in its use of the random walk model.

Asymptotic convergence rates are established for both element pairs, including the use of inexact quadrature (which diagonalizes the velocity mass matrix) for the PCn−PDGn−1 pair and reduced quadrature for the GDn−DGDn−1 pair.

To prevent the inaccurate use of inexact and exact p values, authors and editors should follow the newly revised APA Publication Manual American Psychological Associationn, 2010 ) more closely.

We investigate the use of an inexact Newton's method to solve the potential equations in the transonic regime.

However, the use of an inexact sampling phase (as a result of imperfect synchronization) may yield increased subchannel ISI which has to be handled with equalization.

Global convergence of the JFNK solver has been significantly improved by rescaling the equation for the basal boundary condition and through the use of an inexact Newton method.

The investigation focuses on the use of semismooth inexact Newton method for the case with nonsmooth topography and the use of two- and three-level overlapping Schwarz methods with different order of discretizations for the preconditioning of the Jacobian systems.

We present a convergence theory that is independent of the nature of the inexact solver used, and, though the use of the Rayleigh quotient is emphasised, our analysis also extends to quite general choices for shift and inexact solver strategies.