The phrase "a global estimation" is correct and usable in written English.
It can be used when referring to an overall assessment or evaluation that encompasses a wide range or totality, often in a worldwide context.
Example: "After conducting a thorough analysis, we arrived at a global estimation of the project's potential impact on the environment."
Alternatives: "a worldwide assessment" or "an overall evaluation".
Previous studies have provided an effective mechanism for accurately estimating soil moisture by building a global estimation model that comprehensively integrates multiple factors at a local scale.
These local statistics are then fused between neighbor nodes and a consensus filter is applied to achieve a global estimation.
Based on previous theoretical results we present in this paper a global estimation scheme for solving the stable 2D autoregressive filter problem.
Then, a global estimation over the time horizon is transformed to a local determination based on current martingale difference to make the algorithm feasible.
First, the datasets were used to produce a global estimation of growth parameters μ (growth rate, mm/d) and λ (time to visible growth, d) under the different experimental conditions, providing also a 95% confidence interval.
For a global estimation of G from a given finite element solution, this approach is shown to be equivalent to the well-known J-integral when the latter is numerically implemented through its equivalent domain integral.
The spacing between the control points determines the resolution of non-rigid registration, i.e. a large spacing or low resolution results in a more global estimation of the deformations, compared to a smaller spacing (higher resolution) which models highly local deformations.
From the simulation-based comparison it appears that EKF leads to a better global estimation (biomass, substrate, product) but MAE can be safely used when the stress is laid upon biomass estimation.
As a further extension to the analysis, the second-order Rayleigh's small-damping approximation is introduced into the complex modes framework, in order to obtain an accurate global estimation of the damping distribution.
Rule 2 relaxes the condition that a target exists because once the majority of PEs consider an observation from a target, the global estimation also considers it as if from a target.
The homography is estimated using a global motion estimation technique.
