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Their relative importance at a given timescale is measured by a set of these three parameters.
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A given timescale is localized to a particular region of the network but a similar timescale could be localized at a distant region and, conversely, a much shorter or longer timescale could be localized in the same part of the network.
And they must have an interpretation in terms of fluctuations on a given timescale.
The onset timescale is also longer in duration and more variable than the decay timescale at a given fuel delivery timescale, implying that the instability rise process is overall more variable and slower than the instability decay process.
Fifth, and finally, both chromatin and regulatory complexes at regulatory sites are dynamic on timescales as short as minutes [37], [38], raising the possibility that, within a homogenous culture, at a given time and at a given regulatory locus, different cells may have different profiles of occupancy by transcription factors, nucleosomes, and/or RNA polymerase.
When spikes in bursts are spread locally by jittering, the patterns at a given location will be more similar across trials and this will increase signal-to-noise ratio of the trajectory classifier at small timescales.
The feature values at a given time point depend on the fine temporal structure of the waveform with millisecond resolution, while the features themselves change with a slower timescale of 10 100ms.
The instability onset timescale is found to be longer and more variable between runs than the instability decay timescale for a given fuel delivery timescale.
By manipulating the integration constant and computing the specificity of patterns, one can identify the optimal timescale on which information is best encoded, i.e., the optimal timescale for a given set of stimuli.
The algorithm, called "MEPSA" (multiple excess peak search algorithm), essentially scans the time series at different timescales by comparing a given peak candidate with a variable number of adjacent bins.
This time is, at its shortest, equal to the YORP timescale of an initial rubble pile asteroid of a given radius.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com