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end{aligned} (39) For the last term on the right-hand side of equation (35), we have the estimate below (cf. [27, p.1275]).
By the standard theory of the ODE system, we infer that problem (2.2) admits a unique solution c i k ( t ) in [ 0, t k ], where t k > 0. Then we can obtain an approximate solution u k ( t ) for (1.1), in V k, over [ 0, t k ). And the solution can be extended to [ 0, T ], for any given T > 0, by the estimate below.
The estimate below 25%% was regarded as low heterogeneity, while above 75%% was labeled as high heterogeneity [ 6].
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In the estimates below, the significance level was set to 5% and the power to 80%.
The estimate from below is for a star-shaped domain on a manifold whose Ricci curvature is bounded from below.
In the simplest specifications estimated below, I introduce origin and destination country fixed effects, and year dummies.
We start from the estimate from below.
If the estimate is below 1,075 feet, rationing kicks in: Southern Nevada would lose 13,000 acre-feet per year and Arizona would lose 320,000 acre-feet.
In the other areas (II, III, V, VI) the estimate was below 100 mg kg-1 66-844 mg kg-1).
However, in developed nations like the USA, the estimates are below 3.0 per 10,000 births [ 11] and in Australia below 5.0 per 10,000 births [ 12].
The estimates are below the £100m to £130m that DMGT hoped it would get for the business.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com