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We consider how the immigrant-native ratio across occupation has evolved over four sub time periods – 92 94, 04 06, 08 10 and 2014 16.
This so called backoff time bound can be divided into W≤18 sub-time slots.
For numerical efficiency particle sub-time stepping and an implicit finite-volume solver are applied.
Note, each sub-time slot is sufficient for transmitting an ACK and receiving a REQUEST message.
Then main time series of input(s) and output records were decomposed into sub-time series components using wavelet transform.
A second order Runge Kutta scheme where the boundaries are allowed to change during the sub-time steps is employed.
As mentioned, the sub-time slots in (mathcal {BF}) can be assigned as per hexagon ID or color.
A receptor v is then required to reply with an ACK message in the same sub-time slot.
In the next step, sub-time series of each model were imposed to ANN to develop WANN models as optimized version of the reference ANN models.
The effects of interpolation order, precision of the transferred Eulerian fields, and sub-time-stepping for fast particle dynamics are discussed.
We can find a time scale (mathbb{T}_{0}^{1}) such that (mathbb{T}_{0}^{1}subseT}athbb{T}) is the largest periodic sub-time scale in (mathbb{T}).
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