Exact(11)
Figure 9 plots the implementation lag distribution of the tax shock series.
b Histograms of the time lag distribution for the different algorithms.
Open image in new window Fig. 9 Implementation lag distribution of exogenous tax changes.
Decomposed input time histories are produced by summing the converged damped sinusoids with the MC simulation of the phase lag distribution.
Exploring lag distribution of effects may provide some information for selecting an appropriate time frame when assessing temperature effects.
Figure 1 shows the lag distribution of the PEFR change by interquartile range increase of PM2.5 from the current day to the 5 previous days.
Similar(49)
Furthermore, the robust complex-lag distribution forms are considered.
(b) Fourth-order complex-lag distribution and corresponding support function.
The examples where the distribution order is increased in order to improve time-frequency resolution are shown in Figure 11. Figure 11 Time-frequency representation of signals with fast instantaneous frequency variation obtained by using: the Wigner distribution, the fourth-order complex-lag distribution, and the sixth-order complex-lag distribution.
In this case, the fourth-order complex-lag distribution is more appropriate for the region selection than the S-method, because it better follows the frequency variations in the signal (Figures 13(a) and 13(b)).
Also, the implementation of balance of forces on single monolayer graphene and the differences from the expected classical shear-lag distribution is shown.
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