Sentence examples for be explicitly controlled by from inspiring English sources

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Here we present a new implementation of MPI called fault tolerant MPI (FT-MPI) that allows the semantics and associated modes of failures to be explicitly controlled by an application via a modified MPI API.

Here we present a new implementation of MPI called FT-MPI that allows the semantics and associated modes of failures to be explicitly controlled by an application via a modified MPI API.

Similar(58)

Double negative behavior is explicitly controlled by the location of resonance frequencies related to spectra intrinsic to the geometric configuration of the multi-phase inclusions.

The growth and differentiation of stem cells is explicitly controlled by their interactions with other cell types within the niche, and exclusion of a pluripotent stem cell from the niche begins the cascade of steps towards one or more differentiated cell types [38], [39].

There is a separate motor for each movement, said Gerald E. Loeb, a professor of biomedical engineering at the University of Southern California, "and that motor has to be explicitly controlled," usually by the person consciously contracting muscles in the back or biceps.

As these reactions arephotomediated, both the introduction and subsequent removal of relevant biomolecules can be explicitly controlled in space and time by exposure to light.

As a result, their temperature must be explicitly controlled for improved reliability.

Character height has been established as a significant variable, and this was explicitly controlled in this study by setting an equal absolute height of the capital letter 'H' for both fonts, in line with the ISO 15008 standard.

This shift to a laterally dissimilar, channelized routing system creates a more varied depositional pattern that is not explicitly controlled by the concave longitudinal profile down-sandur.

Second, the geometric characters of the C-Bézier curve (the control points of the center Bézier curve, the trajectories of the vertices and the foci of the ellipse, etc)., can all be explicitly presented by the control points of the C-Bézier curve.

A design technique to overcome the obstacle is given so that a delay-independent state feedback stabilizing control law can be explicitly obtained by step-by-step recursion based on the construction of the Lyapunov-Razumikhin function.

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