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Table 4 Association between malaria infection and malaria interventions

From: Impact of malaria control interventions on malaria infection and anaemia in areas with irrigated schemes: a cross-sectional population-based study in Sudan

Models

 

Multi-level logistic regression models

 

Multi-level simple logistic regression

Model 1: The empty model

Model 2: Malaria interventions model

Model 3: Full model

 

cOR (95%CI)

aOR (95%CI)

aOR (95%CI)

aOR (95%CI)

Fixed part

 IRS coverage (per 10% coverage)

0.85 (0.76–0.96) p = 0.008

–

0.81 (0.72–0.91) p < 0.001

0.83 (0.73–0.94) p = 0.002

 LLINs utilization (per 10% utilization)

0.88 (0.63–1.22) p = 0.441

–

0.90 (0.67–1.20) p = 0.480

0.91 (0.69–1.22) p = 0.541

 Timely access to malaria diagnosis (per 10% utilization)

0.93 (0.74–1.17) p = 0.540

–

–

–

 Timely access to appropriate malaria treatment (per 10% utilization)

1.01 (0.84–1.21) p = 0.936

–

–

–

Individual use of LLINs

    

 No

1

–

1

1

 Yes

0.53 (0.28–1.02) p = 0.056

–

0.53 (0.28–1.02) p = 0.056

0.54 (0.28–1.04) p = 0.064

Area of residence

  

–

 

 Rural (Reference)

1

–

–

1

 Urban

2.02 (1.04–4.65) p = 0.038

–

–

1.48 (0.71–3.08) p = 0.291

Sex

    

 Male (Reference)

1

–

–

1

 Female

0.72 (0.50–1.03) p = 0.075

–

–

0.73 (0.51–1.06) p = 0.101

Age, per year

0.99 (0.98–1.00) p = 0.019

–

–

0.98 (0.97–1.00) p = 0.007

Random part

Variance component (cluster)

–

1.89 (95%CI 0.98–3.63)

ICC = 0.37 (95%CI 0.23–0.52)

–

–

  1. Estimates of two-level logistic regression models for the association between malaria infection and malaria interventions in areas with irrigated schemes, Sudan 2016
  2. cOR crude odds ratio, 95%CI 95% confidence interval, aOR adjusted odds ratio, OR odds ratio, ICC intraclass correlation coefficient