Table 4.
Sensitivity analysis results of the GLM model using genetic covariate selection algorithm for cumulative deaths, accounting for spatial correlation (N = 38)
| Estimate | Standard Error | P value | |
|---|---|---|---|
| During two months before the second wave peak | |||
| Cumulative deaths during two months before the second wave peak | |||
| Intercept | 5 · 1807 | 0 · 5837 | <·0001 |
| Average proportion of EU2 variant | 0 · 8938 | 0 · 3197 | 0 · 0086 |
| Average proportion of B.1.1.7 variant | 1 · 4900 | 0 · 3368 | <·0001 |
| Percentage of population aged 65 or more | 0 · 04691 | 0 · 03145 | 0 · 1453 |
| GDP per capita [1 mln USD] | −13 · 9679 | 4 · 9446 | 0 · 0080 |
| From the second wave start to 25 February 2021 | |||
| Cumulative deaths from the second wave start to 25 February 2021 | |||
| Intercept | 6 · 2515 | 0 · 5010 | <·0001 |
| Percentage of population aged 65 or more | 0 · 04539 | 0 · 02736 | 0 · 1060 |
| GDP per capita [1 mln USD] | −12 · 0909 | 4 · 7775 | 0 · 0160 |
GLM multivariate models with normal distribution and logit link function was used to explore factors associated with COVID-19 cumulative deaths. The number of cumulative deaths and average variants proportions were calculated during each of considered periods. Each model was run using 38 observations. Models were selected based on the use of genetic selection algorithm.