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The present papers deal with numerical methods toward the accurate and efficient computations of multi-dimensional steady/unsteady compressible flows.
As Hermitian positive matrices naturally satisfy the added constraints, these results generalize and improve the corresponding results in the present papers.
Without 'positive definiteness' demanded in the present papers, the forward and reverse inequalities for Hadamard products of any number of invertible Hermitian matrices are obtained, and the sufficient and necessary conditions for the equations in these inequalities are given.
In fact, the present papers investigate physiological principles using various techniques described in humans and animal experimentation.
Caregivers' uptake and HIV test results presented in the present papers concern only biological parents of the child.
Thus, the important quantitative studies reported in the present papers will eventually need to be extended to this new level of resolution.
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The present paper offers insights into these transitions.
The present paper synthesizes this body of work.
The present paper is the first to present such a thorough investigation.
The present paper shows that the answers to both these questions are strongly in the affirmative.
In the present paper, we focus on central and recent developments in the field.
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CEO of Professional Science Editing for Scientists @ prosciediting.com