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Based on the similarity of neutral evolutionary rates, Soares et al. (2009) devised a method to correct the time-dependent effect in estimating evolutionary rates using human mitochondrial genomes.
In our time series formulation, the CR is based on the number of deaths corrected for the time dependent fluctuations, instead of the real counted number.
Since project cycle time is dependent on the level of resource support, a simple monotonic function was used to correct the time to milestone decision.
In this simulation the Cox model with the correct specification of the time dependent effect of Z, that is log(t), is used as benchmark estimation.
Several empirical models have been proposed and used to correct for the time-dependent rate phenomenon (TDRP), such as a vertically-translated exponential rate decay model and a power-law rate decay model.
The Dirac–Frenkel Maclachlan (DFM) variation of parameters approach to approximately solving the time dependent Schrödinger equation is used to generate free precession and echo signals from the Bloch equations corrected for the effects of radiation damping and inhomogeneous broadening.
With the requirement of such a high precision time measurement, it is essential to measure the amplitude or charge of the PMT (photomultiplier tube) signals, in order to correct the amplitude dependent time-walk.
In addition, the main advantage above the remaining methods is that our results are corrected for coincidental time dependent fluctuations and not based on the distribution of causes of death in 1 year with its likely coincidences.
The main advantage above bridge coding methods and the approach by Vallin and Meslé (1988) is that our results are corrected for coincidental time dependent fluctuations and not based on the distribution of causes of death in 1 year as in bridge coding methods.
Figure 7 shows the corrected time-dependent gas emission of the desizing liquor over a period of 524 h. Figure 7 Time-dependent gas emission under static fermentation conditions.
and the time-dependent perturbation is (4).
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