Table 4. Tests of normality and selection of statistical methods for correlation analyses.
Shapiro–Wilk | ||||||
---|---|---|---|---|---|---|
Statistic | df | P valuea | Selected statistical methods | |||
ATW | 0.979 | 28 | = 0.817 | |||
GRW | 0.929 | 29 | = 0.053 | Pearson’s correlation analysis | ||
MCW | 0.883 | 28 | = 0.005 | Spearman’s correlation analysis | ||
ATH | 0.973 | 27 | = 0.676 | |||
GRH | 0.944 | 28 | = 0.137 | Pearson’s correlation analysis | ||
MCH | 0.882 | 27 | = 0.005 | Spearman’s correlation analysis | ||
MSH | 0.863 | 27 | = 0.002 | Spearman’s correlation analysis | ||
RHW | 0.838 | 29 | <0.001 | |||
GRW | 0.927 | 30 | = 0.042 | Spearman’s correlation analysis | ||
MCW | 0.874 | 29 | = 0.003 | Spearman’s correlation analysis | ||
RHH | 0.937 | 28 | = 0.094 | |||
GRH | 0.944 | 29 | = 0.125 | Pearson’s correlation analysis | ||
MCH | 0.874 | 28 | = 0.003 | Spearman’s correlation analysis | ||
MSH | 0.854 | 28 | = 0.001 | Spearman’s correlation analysis | ||
AQIW | 0.920 | 30 | = 0.026 | |||
GRW | 0.906 | 30 | = 0.012 | Spearman’s correlation analysis | ||
MCW | 0.866 | 30 | = 0.001 | Spearman’s correlation analysis | ||
AQIH | 0.969 | 28 | = 0.551 | |||
GRH | 0.936 | 29 | = 0.080 | Pearson’s correlation analysis | ||
MCH | 0.848 | 28 | = 0.001 | Spearman’s correlation analysis | ||
MSH | 0.824 | 28 | <0.001 | Spearman’s correlation analysis |
Notes.
P > 0.05 was considered as normally distributed.
Abbreviations
- df
- degree of Freedom
- ATW
- air temperature in Wuhan
- GRW
- growth rate of confirmed cases in Wuhan
- MCW
- mortality of confirmed cases in Wuhan
- ATH
- air temperature in Hubei
- GRH
- growth rate of confirmed cases in Hubei
- MCH
- mortality of confirmed cases in Hubei
- MSH
- mortality of severe cases in Wuhan
- RHW
- relative humidity in Wuhan
- RHH
- relative humidity in Hubei
- AQIW
- air quality index in Wuhan
- AQIH
- air quality index in Hubei