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. 2020 Jul 21;8:e9578. doi: 10.7717/peerj.9578

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.

a

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