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As mentioned previously, the superiority of triple-frequency GNSS signals is to form more useful combinations, of which the EWL combinations are the most useful for instantaneous AR, with very high success rates over long baselines.
The studies above reveal that the EWL AR is rather easy in either geometry-free or geometry-based model, whereas the NL AR is still challenging due to their short wavelengths.
Apparently, the total noise level for the EWL ϕ 1, −6, 5) of GPS is about 0.160 to 0.174 cycles and ϕ 1, 4, −5) of BDS 0.136 to 0.172 cycles even with the large orbital and atmospheric biases over long baselines.
At first, a best-subset algorithm was used to select the most significant predictors of the EWL among the psychological scales, age and BMI before LAGB.
Multiple linear regression analysis using the MMPI-2 scores, BMI and age was performed to determine the variables that best predicted the EWL.
An ad-hoc ANN was then employed to perform a nonlinear regression using the same variables and the EWL: a specific cost function provided a nonlinear formula to achieve the best correlation between EWL and the selected predictors.
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The validity of the EWL-60-S has been mostly inferred from the validity studies of the EWL-N and –K, from which most of the EWL-60-S items were taken.
After that, they filled out a rearranged version of the EWL-60-S.
The EWL-60-S consists of 60 items, summarized to 6 scales.
In the present investigation, the EWL-60-S was used to assess the convergent and discriminant validities of the OAV scales.
The internal consistencies (Cronbach's α) of the EWL-60-S subscales in our sample were mostly good to excellent and ranged from 0.76 to 0.91.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com