Table 3.
Poisson Regression for PM 2.5, CO, O3, and NO2 relation with the number of cases and deaths in Kolkata.
| Cases | Estimate(β) | Std. Error | Z Value | Exp(β) | Pr(>|Z |) |
|---|---|---|---|---|---|
| (Intercept) | 6.035e + 00 | 5.466e-03 | 1104.18 | 417.8272092 | <2e-16 *** |
| PM.2.5 | −9.291e-04 | 3.178e-05 | −29.24 | 0.9990713 | <2e-16 *** |
| CO | 1.338e-01 | 1.743e-03 | 76.77 | 1.1431811 | <2e-16 *** |
| O3 | −9.131e-03 | 3.367e-04 | −27.12 | 0.9909102 | <2e-16 *** |
| NO2 | −2.144e-02 | 4.853e-04 | −44.19 | 0.9787847 | <2e-16 *** |
| Deaths | Estimate(β) | Std. Error | Z Value | Exp(β) | Pr(>|Z |) |
| (Intercept) | 2.4827882 | 0.0349290 | 71.081 | 11.9746061 | < 2e-16 *** |
| PM.2.5 | −0.0005516 | 0.0002181 | −2.528 | 0.9994486 | 0.0115 * |
| CO | 0.0986167 | 0.0120042 | 8.215 | 1.1036431 | < 2e-16 *** |
| O3 | 0.0093066 | 0.0022151 | −4.201 | 0.9907366 | 2.65e-05 *** |
| NO2 | 0.0265807 | 0.0032796 | −8.105 | 0.9737695 | 5.28e-16 *** |
“Std. Error = Standard Error; β = Coefficient Estimates; Exp(β) = Exponentiated values. ¥Controlled for temporal trends,⁎Statistically significant”