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Table 6 Cluster statistics for counties with the smaller poisson probability for Ni ≥ μ(Ai)

From: Differentiating anomalous disease intensity with confounding variables in space

Rank order County SMR SIDS E(SIDS) Poisson B1 P value1 B2 P value2
1 Anson 3.45 15 4.35 \(\text{1.36}{\times10}^{-5}\)   
2 Rutherford 2.47 12 4.86 \(\text{1.57}{\times10}^{-3}\) 0 1 0 1
3 Columbus 1.94 15 7.72 \(\text{6.00}{\times10}^{-3}\) 0 1 0 1
4 Rockingham 1.87 16 8.54 \(\text{6.92}{\times10}^{-3}\) 0 1 0 1
5 Lincoln 2.33 8 3.43 \(\text{8.72}{\times10}^{-3}\) 0 1 0 1
6 Halifax 1.72 18 10.46 \(\text{1.11}{\times10}^{-2}\) 0 1 0 1
7 Onslow 1.52 29 19.08 \(\text{1.24}{\times10}^{-2}\) 0 1 0 1
8 Northampton 2.01 9 4.47 \(\text{1.64}{\times10}^{-2}\) 1 \(\text{7.81}{\times10}^{-1}\) 1 \(\text{6.98}{\times10}^{-1}\)
9 Bladen 1.88 8 4.26 \(\text{3.00}{\times10}^{-2}\) 2 \(\text{5.40}{\times10}^{-1}\) 2 \(\text{4.17}{\times10}^{-1}\)
10 Washington 1.97 5 2.54 \(\text{4.46}{\times10}^{-2}\) 2 \(\text{6.73}{\times10}^{-1}\) 2 \(\text{5.42}{\times10}^{-1}\)
11 McDowell 1.87 5 2.67 \(\text{5.43}{\times10}^{-2}\) 3 \(\text{5.16}{\times10}^{-1}\) 3 \(\text{3.65}{\times10}^{-1}\)
12 Alamance 1.48 13 8.81 \(\text{6.45}{\times10}^{-2}\) 4 \(\text{4.05}{\times10}^{-1}\) 3 \(\text{4.88}{\times10}^{-1}\)
13 Hertford 1.66 7 4.22 \(\text{6.50}{\times10}^{-2}\) 5 \(\text{3.32}{\times10}^{-1}\) 4 \(\text{3.65}{\times10}^{-1}\)
14 Madison 2.16 2 0.92 \(\text{6.70}{\times10}^{-2}\) 5 \(\text{4.67}{\times10}^{-1}\) 4 \(\text{4.88}{\times10}^{-1}\)
15 Swain 1.95 3 1.54 \(\text{7.03}{\times10}^{-2}\) 5 \(\text{6.05}{\times10}^{-1}\) 4 \(\text{6.10}{\times10}^{-1}\)
16 Hoke 1.61 7 4.35 \(\text{7.49}{\times10}^{-2}\) 5 \(\text{7.32}{\times10}^{-1}\) 4 \(\text{7.22}{\times10}^{-1}\)
17 Transylvania 1.83 3 1.64 \(\text{8.41}{\times10}^{-2}\) 5 \(\text{8.33}{\times10}^{-1}\) 4 \(\text{8.14}{\times10}^{-1}\)
18 Robeson 1.25 31 24.78 \(\text{9.23}{\times10}^{-2}\) 8 \(\text{4.86}{\times10}^{-1}\) 7 \(\text{3.96}{\times10}^{-1}\)
19 Greene 1.65 4 2.43 \(\text{9.94}{\times10}^{-2}\) 8 \(\text{6.25}{\times10}^{-1}\) 7 \(\text{5.21}{\times10}^{-1}\)
20 Bertie 1.51 6 3.98 \(\text{1.08}{\times10}^{-1}\) 12 \(\text{2.17}{\times10}^{-1}\) 9 \(\text{3.29}{\times10}^{-1}\)
21 Scotland 1.37 8 5.83 \(\text{1.36}{\times10}^{-1}\) 14 \(\text{1.43}{\times10}^{-1}\) 11 \(\text{1.97}{\times10}^{-1}\)
22 Henderson 1.44 5 3.48 \(\text{1.40}{\times10}^{-1}\) 16 \(\text{9.69}{\times10}^{-2}\) 13 \(\text{1.16}{\times10}^{-1}\)
23 Cherokee 1.53 2 1.31 \(\text{1.45}{\times10}^{-1}\) 17 \(\text{1.10}{\times10}^{-1}\) 13 \(\text{1.89}{\times10}^{-1}\)
24 Wayne 1.23 18 14.67 \(\text{1.58}{\times10}^{-1}\) 18 \(\text{1.26}{\times10}^{-1}\) 14 \(\text{1.90}{\times10}^{-1}\)
25 Carteret 1.33 5 3.77 \(\text{1.79}{\times10}^{-1}\) 19 \(\text{1.44}{\times10}^{-1}\) 14 \(\text{2.89}{\times10}^{-1}\)