Table 3 Reporting probabilities and underreporting

All individuals

P

2.5%

19.4%

39.2%

78.9%

P _s

1.2%

8.8%

21.8%

65.2%

$\left({\mathit{N}}_{1\text{'}}^{\mathit{sm}}-{\mathit{N}}_1^{\mathit{sm}}\right)/{\mathit{N}}_1^{\mathit{sm}}$

47.7%

40.0%

43.3%

50.0%

Degree > 1

P

3.5%

26.3%

48.1%

85.1%

P _s

1.5%

11.2%

27.0%

69.0%

$\left({\mathit{N}}_{1\text{'}}^{\mathit{sm}}-{\mathit{N}}_1^{\mathit{sm}}\right)/{\mathit{N}}_3^{\mathit{sm}}$

42.4%

35.4%

40.0%

39.2%

Degree > 2

P

4.0%

28.9%

50.8%

85.7%

P _s

1.6%

12.4%

29.0%

73.0%

$\left({\mathit{N}}_{1\text{'}}^{\mathit{sm}}-{\mathit{N}}_1^{\mathit{sm}}\right)/{\mathit{N}}_3^{\mathit{sm}}$

39.9%

34.9%

39.5%

45.0%

Degree > 3

P

4.3%

32.0%

55.8%

84.4%

P _s

1.8%

13.5%

31.5%

73.5%

$\left({\mathit{N}}_{1\text{'}}^{\mathit{sm}}-{\mathit{N}}_1^{\mathit{sm}}\right)/{\mathit{N}}_3^{\mathit{sm}}$

40.8%

33.0%

36.4%

51.1%

Degree > 4

P

4.9%

27.7%

56.3%

88.5%

P _s

1.9%

14.2%

33.5%

75.0%

$\left({\mathit{N}}_{1\text{'}}^{\mathit{sm}}-{\mathit{N}}_1^{\mathit{sm}}\right)/{\mathit{N}}_3^{\mathit{sm}}$

36.9%

43.2%

39.1%

39.0%

Smieszek et al. [38]

P

49.0%

81.0%

89.0%

95.2%