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Table 2 Demographic and influence characteristics of advisors of pregnant women seeking antenatal care in Kumasi, Ghana

From: Reported bed net ownership and use in social contacts is associated with uptake of bed nets for malaria prevention in pregnant women in Ghana

Characteristic

All advisors (n = 692)

Advisor of bed net owner (n = 525)

Advisor of bed net non-owner (n = 167)

Advisor of bed net user (n = 303)

Advisor of bed net non-user (n = 222)

Scoring

Age (years), mean (SD)

43.5 (16.4)

43.9 (16.4)

42.4 (16.2)

43.5 (16.0)

44.4 (17.0)

N/A

Gender, n (%)

 Male

141 (20.4)

107 (20.3)

34 (20.4)

76 (25.1)

36 (16.2)

N/A

 Female

393 (56.8)

307 (58.5)

86 (51.5)

170 (56.1)

142 (64.0)

N/A

 Unknown

158 (22.8)

111 (21.1)

47 (28.1)

57 (18.8)

44 (19.8)

N/A

Relationship, n (%)

 Mother

210 (30.3)

165 (31.4)

45 (26.9)

98 (32.3)

66 (29.7)

N/A

 Sister

107 (15.4)

85 (16.2)

22 (13.1)

44 (14.5)

41 (18.5)

N/A

 Husband

90 (13.0)

69 (13.1)

21 (12.6)

43 (14.2)

26 (11.7)

N/A

 Aunt

23 (3.3)

12 (2.3)

11 (6.6)

6 (2.0)

6 (2.7)

N/A

 Friend

75 (10.8)

52 (9.9)

23 (13.8)

31 (10.2)

22 (9.9)

N/A

 Other

187 (27.0)

142 (27.0)

45 (26.9)

81 (26.7)

61 (27.5)

NA

Uses a bed net (U), n (%)

 Yes

342 (49.4)

277 (52.8)*

65 (38.9)

186 (61.4)*

91 (41.0)

1

 No

241 (34.8)

162 (30.9)

79 (47.3)

64 (21.1)

98 (44.1)

−1

 Don’t know

109 (15.8)

86 (16.4)

23 (13.8)

53 (17.5)

33 (14.9)

0

How often is advice followed (I), n (%)

 Very often

448 (64.7)

337 (64.2)

111 (66.5)

190 (62.7)

147 (66.2)

1

 Sometimes

221 (31.9)

172 (32.8)

49 (29.3)

103 (34.0)

69 (31.1)

0.75

 Never

23 (3.3)

16 (3.1)

7 (4.2)

10 (3.3)

6 (2.7)

0.5

Talked about malaria during pregnancy (T), n (%)

 Yes

365 (52.7)

266 (50.7)

99 (59.3)

162 (53.5)

104 (46.9)

1

 No/don’t know

327 (47.3)

259 (49.3)

68 (40.7)

141 (46.5)

118 (53.2)

0

 Influence Score, mean (SD)

0.35 (6.1)

0.41 (0.62)

0.32 (0.57)

0.52 (0.57)*

0.26 (0.65)

a

  1. * p < 0.05
  2. a \({\text{Influence Score}} = \sum\nolimits_{{{\text{j}} = 1}}^{\text{j}} {{\text{R}}_{\text{j}} *\left( {{\text{U}}_{\text{j}} + {\text{T}}_{\text{j}} } \right) * {\text{I}}_{\text{j}} }\)