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"There really is some open water between these estimates," Kaplan says.
Many of the differences between these estimates and published values result from using multiple points to construct a synthetic, single-point time series for each cell; earlier studies have constructed each series from singular fixed points.
Estimates of the undocumented population in California range substantially from 2.2 million in 2016, according to the Pew Research Center, to 3.1 million, according to Migration Policy Institute using 2012-2016 data, with estimates from the Center for Migration Studies and Department of Homeland Security falling in between these estimates.
Based upon the significant relationship between these estimates (r = 0.97, p < 0.001) and the good degree of observed map accuracy, we believe that the presented approach offers a viable and flexible option for characterizing the spatial and temporal dynamics of post-fire logging in boreal forests.
We discuss the source of the differences between these estimates.
There are several reasons for the discrepancy between these estimates, including a focus on net rather than gross emissions, different time periods which will capture lower historical rates of deforestation e.g.g
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The discrepancy between these estimate arises from two factors: (1) the tomography gives the hmF2 with a resolution of 25 km, whereas the ionosonde estimates are 'point measurements'; (2) the estimate of hmF2 using Eq. (4) is only an approximation to the actual hmF2, especially when the values of ƒ o E are not reliable.
Again, the absolute errors between these estimated profiles and the reference profiles are given in Figure 11, along with the integral differences for each profile, and their sum per case.
When GD_IBD, Hexp_AVG and Hexp_HAP2 were averaged over groups of marker intervals, the correlations between Hexp_TRUE and these estimates increased.
The random effects and bias correction models give estimates that fall in between these two estimates (16%).
The difference between these two estimates, expressed relative to the component-based estimate, is 52%9595% CI: 9.5 110%; obtained by propagating the uncertainty of each independent estimate in quadrature) and indicates that the site-based estimate is statistically significantly higher than the component-based estimate.
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