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are known for the larger time interval [τ ε,T].
The second order schemes are more efficient for larger time steps.
The mass transport process shows a comparatively larger time scale that is about 1 s.
For larger time steps and/or non-smooth spectra it is formulated as a filter.
There is a tradeoff between choosing larger time step and accuracy in boundary location.
For the sliding HyperLogLog algorithm, a larger time window W′=5 min can be added.
First we extend the Theorem 6.2 for a larger time interval.
The consistency features remove unstable detections (noise) which cannot be tracked over larger time spans.
In a larger time window, more distinct destination ports can be seen.
Furthermore, with larger time headways, the relative distance between vehicles is larger.
Its value increases up to 20 h of MA and decreases for larger time.
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