Skip to main content

Table 1 Summary results of 1000 realizations from an inhomogeneous Poisson process

From: Detecting cancer clusters in a regional population with local cluster tests and Bayesian smoothing methods: a simulation study

Lung cancer cases

Cluster

Expected1(mean)

Observed (mean) RR = 2.02

SIR (mean) RR = 2.0

SIR 95% Poisson CI3RR = 2.0

Observed (mean) RR = 4.02

SIR (mean) RR = 4.0

SIR 95% Poisson CI3RR = 4.0

Census tracts level

        

Males

Urban cluster

18

35

1.92

1.38-2.67

69

3.78

3.03-4.85

Females

Urban cluster

6

13

2.13

1.26-3.72

25

4.24

2.27-7.04

Males

Rural cluster

3

6

2.08

0.90-4.45

12

4.11

2.82-6.17

Females

Rural cluster

1

2

2.2

0.50-7.99

4

4.32

1.5-10.66

Males

No cluster, urban

1000

996

1

0.94-1.06

998

1

0.94-1.10

No cluster, rural

1004

0.94-1.06

1010

1

0.95-1.07

Females

No cluster, urban

358

369

1

0.94-1.06

358

1

0.9-1.1

No cluster, rural

371

1.03

0.94-1.15

363

1

0.91-1.12

Community level

        

Males

Urban cluster

49

66

1.35

1.10-1.71

99

2.03

1.66-2.46

Females

Urban cluster

18

25

1.36

0.94-2.10

37

2.07

1.49-2.84

Males

Rural cluster

30

33

1.11

0.78-1.55

39

1.32

0.95-1.78

Females

Rural cluster

11

12

1.06

0.62-1.92

13

1.25

0.69-2.04

Males

No cluster, urban

942

934

1

0.93-1.06

966

1.03

0.99-1.13

No cluster, rural

967

1.03

0.96-1.09

983

1.04

0.98-1.11

Females

No cluster, urban

336

333

1

0.9-1.1

346

1.03

0.93-1.14

 

No cluster, rural

 

346

1.03

0.93-1.1

354

1.05

0.95-1.17

  1. CI = confidence interval of 1000 realizations.
  2. 1Expected under the null hypothesis (= background incidence).
  3. 2Observed with sampling using an inhomogeneous Poisson process.
  4. 3Boice-Monson Method.