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The present paper aims to establish a common field between designers and executors, trying to take advantage on one side of the increased power of numerical computation, on the other side of the accurate control of equipment nowadays available.
While binary features suffice to describe logical structure, the added expressive power of numerical features enables the description, and consequently detection, of both structure- and content-based attacks.
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Then, we demonstrate the power of the numerical tool by examining a number of different loading conditions.
This article shows a method to determine some residual function to be added to the data in order to refine the predictive power of the numerical model.
The full power of the numerical methods is required to uncover the more complicated bifurcation structure in certain regions of the parameter space.
More generally, these results illustrate the power of combined numerical tools (LES and acoustic analysis) to predict mean flow as well as instabilities in combustors.
Extensive numerical examples in 1d, 2d and 3d for weak/strong interactions, defocusing/focusing nonlinearity, and zero/nonzero initial phase data are presented to demonstrate the power of the numerical method and to discuss the physics of Bose Einstein condensation.
When M and K are a power of two, numerical complexity for such configuration is derived in (28).
Computational power and development of numerical models are new windows for simulation about flow and sediment transmission.
A general inequality involving powers of the numerical radius for sums and products of Hilbert space operators is given.
Objective lenses with powers of 4×/0.16 numerical aperture (NA), 10×/0.4 NA and 20×/0.7 NA (Olympus) were used.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com