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The corresponding upper 99% prediction limit of these two repeats was 24.0%.
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The detection limits of these two proposed strategies were 0.1 and 1.2 ng/mL.
However, data analyses by SPSS showed no significant differences between the detection limits of these two methods.
To confirm that the detection limits of these two assays were unaffected by the presence of cellular DNA, up to 1000 ng of genomic DNA was mixed with plasmid DNA containing viral sequences without any reduction in the sensitivity (data not shown).
A series of studies to find the optimal combination of priority retry limits for these two packet types, under various congestion cases and time constraints, are presented and analysed in Fig. 6 and Section 4.3, and those performance comparisons among different designs are also based on this optimal combination to be fair.
Given the importance of cattle and goats for the provision of food and income to the herder families, and their major economic and social value, GPS tracking of livestock was limited to these two species.
The purpose is to find an optimal combination of priority retry limits for these two packet types, with a larger limit for I-packets due to their higher importance, so as to minimise the performance impact due to real-time constraints.
This has important implications for the selection of appropriate and effective antibacterial therapy, especially for children in whom current treatment options are largely limited to these two classes of antibacterial agents.
One should keep in mind that potential benefits of ITS are not limited to these two categories.
The consequences of these analyses will contribute to the evaluation of applied feasibility and limiting factors of these two type alloy delay compositions in the self-destruction mechanism module of fuse.
The limiting behavior of these two procedures is shown to be quite different in the sense that for the random allocation rule the instant, at which a treatment gets its prescribed number of subjects, comes much later (after n−O(1) rather than n−O(√n) subject assignments).
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