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By Malingi, Timothy Koe
               MSc IPH
 Background and classic LQAS
 MC-LQAS
 Application to malaria control within the research

  activity con
 LQAS today is a statistical quality control method
 Developed in the 1920’s attributable to Dodge and

  Romig’s work. Mainly to control quality of
  industrially produced goods on the principle that:
    ◦ Supervisor inspects a lot of goods from a production unit
      or assembly line
    ◦ If number of defective goods exceeds a pre-determined
      allowable number, then the lot is rejected; otherwise
      classified as acceptable quality
    ◦ Number of allowable defective goods is based on a
      production standard and statistically determined sample
      size
 Transitioned into health systems to assess health
  care services, health behaviors and disease
  burden.
 Production standard is a predetermined population

  coverage target set by managers
 Lot consists of a supervision area e.g. a

  community or health facility catchment
 LQAS data collected at multiple time points can be

  used to measure the spatial variation or behavior
  change
Robertson and Valadez (2006)
 Implemented as part of stratified random sampling
  design
 Uses small samples often 19 per strata or lot
 Sample determines whether coverage by a health

  intervention reaches a specific target by using a
  statistically determined decision rule(DR)
 DR is the minimum number of individuals in the

  sample that should have received an intervention
   Classic LQAS uses one decision rule, sample size 19
    and 2 threshold values, that define lower and upper
    regions.
   Each lot is then classified as ‘Acceptable’ or
    ‘Unacceptable’ against the target.
   Since LQAS is based on rigorous random sampling,
    results from the catchment area can be aggregated for
    provincial or national level coverage.
   Statistical underpinning is the operating characteristic
    (OC)curve
Operating Characteristic Curve for
Probability to Accept




                                Sample of 19 and Decion Rule of 13
                        1


 0.8


 0.6


 0.4


 0.2


                        0
                            1   0.9   0.8   0.7   0.6   0.5   0.4   0.3
                                       Supervision Area Coverage
   Popular tool
    ◦   Ease of use
    ◦   Straight forward implementation
    ◦   Rapidity of results
    ◦   Sound statistical underpinning
A


                       Reached
    B
                       Target

        C


D
            E

                    Below the Target
            F   G   Or Below Average


                                       Valadez 2011
Maintain the program at the
   current level


Identify Supervisors and Health         Reached
Workers that can help other Health      Target
Workers improve their performance



 Identify the reasons for
 program problems

                                     Below the Target
   Develop targeted                  Or Below Average
   solutions

                                                        Valadez 2011
   Control of misclassification (α-alpha error & β-beta
    error)

   Requirement for finer classification in disease
    control and treatment recommendations e.g. WHO
    treatment guidelines for schistosomiasis are linked
    to three way classification of prevalence of
    infection

   Inevitable extension to LQAS
 Focuses into three classification of ‘low’, ‘middle’,
  ‘high’
 Defines two decision rules e.g. ( d and d ) to yield
                                        1       2

  least misclassification error for a given sample size
  (n)
 Probability of correct classification remains high at

  upper and lower thresholds
 On analysis, classify ‘low’ if the successes x from

  total n observations is less than or equal to d1
  ;classify ‘high’ if x is greater than d2; otherwise,
  classify ‘middle’
   Uses sample size of n=28, decision rules d1=2 and
    d2=10
 With d2=10, elicits grey region around the upper
  threshold of 40% favouring classification of
  category 3( high) over category 2 (Middle).
 Thus, grey regions ranging from 0.06 to 0.15 and

  0.30 to 0.45 respectively. That is a better trade-
  off , on divides of producer and consumer risks
   Sample of 28, if 2 or fewer of these observation are
    malaria RDT+, then the area is classified as
    category 1, termed ‘low’.
   For 10 or more counts malaria RDT+, area is
    classified as ‘category 3 termed ’high’
   Counts between 3 and 9 classify area as category 2
    termed ‘Middle’.
   Design gives 80% chance of correctly classifying a
    given locale at each of the listed thresholds. A
    double sample size of 56 increases the power but
    often obtain similar results
   Malaria prevalence threshold values are set at
    PfPR of 10% and 40%.
   Locale with below 10% is of low prevalence, 10%-
    40% is moderate prevalence, above 40% is high
    prevalence
   MC-LQAS methodology classifies areas into these
    three categories using RDTs for PfPR.
   MC-LQAS measures malaria intervention indicators
    and classify locale.
   MC-LQAS data maps locale malaria prevalence
   Classifications of ‘low’, ‘middle’ and ‘high’ for link
    interventions to the prevalence detected
   Category 3(high) is targeted for complete set of
    malaria interventions(IPT, ITNs, case management
    and IRS)
   Category 2 (middle) receive ITNs, IPT and case
    management
   Category 3 (low) maintain strategies towards
    elimination agenda.
   The reverse is true for performance indicators
    measured in terms of achieving set targets.
•   Reliable malaria density data is lacking in most
    programs at levels where management decisions
    are made.

•   Research contributes to M&E of the malaria control
    program’s impact on the prevalence at sub-district
    or lower levels (parish), classifying these areas to
    target cost-effective control interventions.

•   Test MC-LQAS for malaria control (1st Time Use)
Aim : To assess malaria prevalence for priority cost-
   effective and targeted interventions
Objectives
1. To classify and map malaria prevalence at the parish
   level within the district.
2. To validate the utility of Multiple Classification LQAS
   (MC-LQAS) during the survey.
3. To measure malaria control performance indicators
   and coverage within the sub- counties and parishes.
4. To disseminate findings as evidence for decisions to
   prioritize malaria intervention strategies.
 Ethical application completed and community
  assent sought
 Trained research assistants

 Data collection through questionnaires and blood

  samples for malaria test and Hb estimation
 Sampling conducted to identify eligible child of

  ages 6months to 9 years.
   Analyzed 448 cases, 6 months to 9 years
    ◦ Malaria prevalence
    ◦ Malaria outcome indicators
 Demonstrated high prevalence of malaria &
  anemia, low coverage of interventions and their
  performance, all with marked variations
 Such variations is often masked from aggregate

  measures reported in large country surveys
 MC-LQAS is effective to monitor malaria
  endemicity and control interventions providing
  reliable data and classification that can aid target
  interventions.
 It can be replicated
 Use data generated as baseline and re-define
  targets to monitor progress
 Draw attention of the malaria situation to the

  malaria control program
 Replicate the studies
   CCM management and staff
   CCM Executive Director, Filippo Spagnuolo & Head of
    Programs, Valeria Pecchioni
   Professor Joseph Valadez, LSTM
   Dr Olives, University of Washington
   Professor Feiko ter Kuile, LSTM
   ChildFund International, Uganda
   MSH Uganda
   Uganda Christian University, Mukono
   Family support
Malaria Mapping

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Malaria Mapping

  • 1. By Malingi, Timothy Koe MSc IPH
  • 2.
  • 3.  Background and classic LQAS  MC-LQAS  Application to malaria control within the research activity con
  • 4.
  • 5.  LQAS today is a statistical quality control method  Developed in the 1920’s attributable to Dodge and Romig’s work. Mainly to control quality of industrially produced goods on the principle that: ◦ Supervisor inspects a lot of goods from a production unit or assembly line ◦ If number of defective goods exceeds a pre-determined allowable number, then the lot is rejected; otherwise classified as acceptable quality ◦ Number of allowable defective goods is based on a production standard and statistically determined sample size
  • 6.  Transitioned into health systems to assess health care services, health behaviors and disease burden.  Production standard is a predetermined population coverage target set by managers  Lot consists of a supervision area e.g. a community or health facility catchment  LQAS data collected at multiple time points can be used to measure the spatial variation or behavior change
  • 8.  Implemented as part of stratified random sampling design  Uses small samples often 19 per strata or lot  Sample determines whether coverage by a health intervention reaches a specific target by using a statistically determined decision rule(DR)  DR is the minimum number of individuals in the sample that should have received an intervention
  • 9. Classic LQAS uses one decision rule, sample size 19 and 2 threshold values, that define lower and upper regions.  Each lot is then classified as ‘Acceptable’ or ‘Unacceptable’ against the target.  Since LQAS is based on rigorous random sampling, results from the catchment area can be aggregated for provincial or national level coverage.  Statistical underpinning is the operating characteristic (OC)curve
  • 10. Operating Characteristic Curve for Probability to Accept Sample of 19 and Decion Rule of 13 1 0.8 0.6 0.4 0.2 0 1 0.9 0.8 0.7 0.6 0.5 0.4 0.3 Supervision Area Coverage
  • 11.
  • 12. Popular tool ◦ Ease of use ◦ Straight forward implementation ◦ Rapidity of results ◦ Sound statistical underpinning
  • 13. A Reached B Target C D E Below the Target F G Or Below Average Valadez 2011
  • 14. Maintain the program at the current level Identify Supervisors and Health Reached Workers that can help other Health Target Workers improve their performance Identify the reasons for program problems Below the Target Develop targeted Or Below Average solutions Valadez 2011
  • 15. Control of misclassification (α-alpha error & β-beta error)  Requirement for finer classification in disease control and treatment recommendations e.g. WHO treatment guidelines for schistosomiasis are linked to three way classification of prevalence of infection  Inevitable extension to LQAS
  • 16.  Focuses into three classification of ‘low’, ‘middle’, ‘high’  Defines two decision rules e.g. ( d and d ) to yield 1 2 least misclassification error for a given sample size (n)  Probability of correct classification remains high at upper and lower thresholds  On analysis, classify ‘low’ if the successes x from total n observations is less than or equal to d1 ;classify ‘high’ if x is greater than d2; otherwise, classify ‘middle’
  • 17.
  • 18. Uses sample size of n=28, decision rules d1=2 and d2=10  With d2=10, elicits grey region around the upper threshold of 40% favouring classification of category 3( high) over category 2 (Middle).  Thus, grey regions ranging from 0.06 to 0.15 and 0.30 to 0.45 respectively. That is a better trade- off , on divides of producer and consumer risks
  • 19. Sample of 28, if 2 or fewer of these observation are malaria RDT+, then the area is classified as category 1, termed ‘low’.  For 10 or more counts malaria RDT+, area is classified as ‘category 3 termed ’high’  Counts between 3 and 9 classify area as category 2 termed ‘Middle’.  Design gives 80% chance of correctly classifying a given locale at each of the listed thresholds. A double sample size of 56 increases the power but often obtain similar results
  • 20. Malaria prevalence threshold values are set at PfPR of 10% and 40%.  Locale with below 10% is of low prevalence, 10%- 40% is moderate prevalence, above 40% is high prevalence  MC-LQAS methodology classifies areas into these three categories using RDTs for PfPR.  MC-LQAS measures malaria intervention indicators and classify locale.  MC-LQAS data maps locale malaria prevalence
  • 21. Classifications of ‘low’, ‘middle’ and ‘high’ for link interventions to the prevalence detected  Category 3(high) is targeted for complete set of malaria interventions(IPT, ITNs, case management and IRS)  Category 2 (middle) receive ITNs, IPT and case management  Category 3 (low) maintain strategies towards elimination agenda.  The reverse is true for performance indicators measured in terms of achieving set targets.
  • 22. Reliable malaria density data is lacking in most programs at levels where management decisions are made. • Research contributes to M&E of the malaria control program’s impact on the prevalence at sub-district or lower levels (parish), classifying these areas to target cost-effective control interventions. • Test MC-LQAS for malaria control (1st Time Use)
  • 23. Aim : To assess malaria prevalence for priority cost- effective and targeted interventions Objectives 1. To classify and map malaria prevalence at the parish level within the district. 2. To validate the utility of Multiple Classification LQAS (MC-LQAS) during the survey. 3. To measure malaria control performance indicators and coverage within the sub- counties and parishes. 4. To disseminate findings as evidence for decisions to prioritize malaria intervention strategies.
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  • 25.  Ethical application completed and community assent sought  Trained research assistants  Data collection through questionnaires and blood samples for malaria test and Hb estimation  Sampling conducted to identify eligible child of ages 6months to 9 years.
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  • 32. Analyzed 448 cases, 6 months to 9 years ◦ Malaria prevalence ◦ Malaria outcome indicators  Demonstrated high prevalence of malaria & anemia, low coverage of interventions and their performance, all with marked variations  Such variations is often masked from aggregate measures reported in large country surveys
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  • 40.  MC-LQAS is effective to monitor malaria endemicity and control interventions providing reliable data and classification that can aid target interventions.  It can be replicated
  • 41.  Use data generated as baseline and re-define targets to monitor progress  Draw attention of the malaria situation to the malaria control program  Replicate the studies
  • 42. CCM management and staff  CCM Executive Director, Filippo Spagnuolo & Head of Programs, Valeria Pecchioni  Professor Joseph Valadez, LSTM  Dr Olives, University of Washington  Professor Feiko ter Kuile, LSTM  ChildFund International, Uganda  MSH Uganda  Uganda Christian University, Mukono  Family support

Notas do Editor

  1. 11/07/12
  2. 11/07/12