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It is reasonable when the SUs are in the coverage of one primary link.
This usually happened during the late nights and it is reasonable when the tweet volume is extremely small and the sampled user size is very small.
It is reasonable when the interaction happens for the touch that should have been classified as the True Negative but classified as the False Positive and thus draws an accidental ink stroke under the palm; though, in some cases the True Positive touch is switched to the False Negative touch afterward.
If these plates (81st to 159th in size) are thought to be caused by a different phenomenon than the larger plates, then, it is reasonable when plotting the plate sizes starting with the largest as plate 1 to restart the numbering below this kink.
Hence, it is reasonable when some TFs having similar sequences, sequences of their TFBSs are similar as well.
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"It's reasonable when we see these outbreaks to wonder if they are a manifestation of the unsustainability of the system," says Suzanne McMillan, senior director of the farm and animal welfare campaign at the American Society for the Prevention of Cruelty to Animals (ASPCA).
Critics have called it the Paralyzing Principle, but proponents maintain that precaution is reasonable when it is based on reliable information.
Economists offer the following answer: a precaution is reasonable when it is rational; a precaution is rational when it is cost-justified; and a precaution is cost-justified when the cost of the precaution is less than the expected injury (the latter being the cost of the anticipated injury discounted by the probability of the injury's occurrence).
This assumption may be justified when studying the same patient population with different instruments; it may not be reasonable when comparing different disease stages, however, since a treatment may not have the same percentage benefit in these different patient populations.
It is reasonable because when speech is present, noise estimation will be equal to the estimation in the previous frame.
Intuitively, it is reasonable that when N and T tend to infinity, the difference between ({hat{lambda }}_j - {hat{lambda }}_{j+1}) tends to zero while ({hat{lambda }}_r - {hat{lambda }}_{r+1}) diverges to infinity, where ({hat{lambda }}_i) is the i-largest eigenvalue of ({hat{varSigma }}_Y).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com