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. 2020 Aug 15;10(2):020506. doi: 10.7189/jogh.10.020506

Table 3.

Country-specific strength of association between deaths and cases (predicted case fatality rate, CFR)

Country Pearson correlation (r) Simple linear regression (SLR) model to evaluate relationship between cumulative deaths (y) and diagnosed cases (x) [CFR = y/x] Coefficient of determination (R2) for SLR model Exponential growth (EG) model to evaluate relationship between cumulative deaths (y) and diagnosed cases (x), [CFR = y/x] Coefficient of determination (R2) for EG model Polynomial growth (PG) model to evaluate relationship between cumulative deaths (y) and diagnosed cases (x) [CFR = y/x] Coefficient of determination (R2) for PG model
USA
0.99
y = 0.0182x - 48.4
0.979
y = 29.002e0.00003x
0.663
y = 0.00000006x2 + 0.0097x + 21.651
0.999
Germany
0.96
y = 0.0093x - 68.1
0.915
y = 6.4584e0.00008x
0.872
y = 0.0000002x2 - 0.0006 + 10.24
0.996
China
0.96
y = 0.0399x - 309
0.924
y = 83.267e0.00005x
0.907
y = 0.0000005x2 - 0.0079x + 183.16
0.969
Italy
0.99
y = 0.1094x - 399.7
0.986
y = 59.277e0.00007x
0.673
y = 0.00000057x2 + 0.0642x - 58.624
0.999
Iran
0.99
y = 0.0721x - 87.4
0.976
y = 33.548e0.0001x
0.727
y = 0.00000001x2 + 0.0716x  -  85.485
0.976
Spain
0.99
y = 0.0859x - 317
0.987
y = 40.211e0.00007x
0.668
y = 0.0000004x2 + 0.0533x - 88.124
0.999
South Korea
0.88
y = 0.0133x - 18
0.779
y = 3.7164e0.0004x
0.923
y = 0.000003x2 - 0.0148x + 18.415
0.945
India 0.99 y = 0.0257x - 1.4 0.980 y = 1.8001e0.0026x 0.892 y = 0.000005x2 + 0.019x - 0.285 0.985