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Exact(34)
In the linearized case this condition implies positive wave speeds.
This condition implies that hillock size distributions must be an exponential decreasing function.
In particular, we show that the localized symbol is of Marcinkiewicz type, and show that due to the localizations inherited from working in the Besov spaces, this condition implies the requisite boundedness of the corresponding operator.
Since, this condition implies that (3.35) is -uniformly exponentially stable.
It is easy to see that this condition implies.
This condition implies that F t, x) grows at a superquadratic rate as |x| → ∞.
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Practical meaning: The results following this condition imply that no further correction is required in the driving simulator measurements.
Practical meaning: The results following this condition imply that no further correction is required of the driving simulator measurements, although with some reservations (therefore, the coefficient 1* is being used).
Practical meaning: The results complying with this condition imply that there is no original numerical proximity, but, due to the same sign direction of the differences between the measurements (for at least the 75%% of the population), and in order for the intended numerical proximity to occur, a flat correction may be applied in the driving simulator measurements.
There are l - 2 r placements satisfying this condition, implying spanning probabilities of (l - 2 r)/ G and (l -2 r)/(2 G) for H m and H t, respectively.
Without loss of generality we may assume that This together with the condition implies (2.9).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com