The phrase "accurate variable" is correct and usable in written English.
It can be used in contexts related to data analysis, programming, or statistics where precision in variable representation is important.
Example: "In our experiment, we need to ensure that each measurement is an accurate variable to maintain the integrity of our results."
Alternatives: "precise variable" or "exact variable".
Main comparison is made between the most accurate variable step algorithms, the MFxLMS and the CAPC-3 algorithm.
Accurate variable speed characteristics are needed for water source heat pumps (WSHP) to design variable speed controls to adjust refrigerant flow rates in heat pumps and air conditioners.
Therefore, in order to increase the performance of integer pixel motion estimation, the sub-pixel (i.e., half and quarter) accurate variable block size motion estimation is applied in both H.264/AVC and HEVC.
Finally, during the classification process, RF determines the relative importance of each attribute, through various methods, such as calculation of the Gini Index, which assesses the importance of the variable and carries out accurate variable selection.
(Only question b) was used in the analyses, being a more accurate variable).
We removed plots with missing variable information and incorrect GPS locations (rendering accurate variable extraction impossible in a geographic information system [GIS]).
Taking into account the scarcity of feasible fertilizing rate feedback from on-board sensors and the limited computation power of controller mounted on the variable-rate granular fertilizer applicator, optimum control index chart is a good option for controller design to achieve accurate variable-rate fertilizing control.
We believe that the updated sample size estimation is based on as accurate variables as possible, with the same conservative value for α, a value of SD, which is based on the most updated empirical body of evidence, and relevant estimates for the expected MIREDIF and effect size.
A LES grid size of 1 million computational cells and roughly 15 million notional particles is used to simulate a time-accurate variable-density flow.
An accurate complex variable boundary element method is proposed for the numerical solution of two-dimensional boundary value problems governed by a steady-state advection diffusion reaction equation.
The results show that the variables selected by HITON-MB and the first-order utility are the most accurate while variables selected by Stepwise regression, although not accurate have a high predictive potential.
