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ICAP M ETHODOLOGY W EBINAR D ECEMBER 7, 2011. Upcoming Methodology Webinars January 26: Using routinely-collected data to estimate patient retention in.

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Presentation on theme: "ICAP M ETHODOLOGY W EBINAR D ECEMBER 7, 2011. Upcoming Methodology Webinars January 26: Using routinely-collected data to estimate patient retention in."— Presentation transcript:

1 ICAP M ETHODOLOGY W EBINAR D ECEMBER 7, 2011

2 Upcoming Methodology Webinars January 26: Using routinely-collected data to estimate patient retention in care and loss to follow-up (Matt Lamb) February date TBD: Overview of ICAP Geographic Information System Resources (Charon Gwynn, Yingfeng Wu, and Mark Becker) Future Methodology Webinar ideas? Email wr2205@columbia.edu wr2205@columbia.edu

3 M ETHODS FOR E STIMATING THE S IZE OF H ARD - TO -R EACH P OPULATIONS A NNA D ERYABINA, ICAP IN C ENTRAL A SIA

4 Background (1) All countries affected by the HIV epidemic need information about their epidemic in order to combat its spread. Information about trends in the spread of HIV — whether and by how much the rates are increasing or decreasing and which populations are affected— can help countries monitor the epidemic and provide information to improve planning and evaluation of prevention activities

5 Background (2) Low-level relatively little HIV is measured in any group Concentrated HIV is over 5% percent in any sub- population at higher risk of infection Generalized HIV prevalence is over 1% in general population UNAIDS

6 Background (3) In countries with a generalized epidemic, national estimates of HIV prevalence are based on data generated by surveillance systems that focus on pregnant women who attend a selected number of sentinel antenatal clinics, and in an increasing number of countries on nationally representative serosurvey.

7 Background (4) In countries with a low level or concentrated epidemic national estimates of HIV prevalence are primarily based on surveillance data collected from most at-risk populations (MARPs) and estimates of the size of populations at high and low risk.

8 Most at-risk populations People who inject drugs (PWIDs) Sex workers Men who have sex with men (MSM) Sexual partners of sex workers

9 Why do we need to estimate the size of hard-to-reach populations? Surveillance Advocacy Response planning Efficient resource allocation Intervention planning Monitoring and evaluation

10 Relevance to ICAP’s work ICAP is increasingly working with MARPs (Rwanda, Zambia, Central Asia, Mali, South Africa) ICAP is providing Technical Assistance to countries in Strategic Information

11 Why special methods? Most-at-risk populations (MARPs) are difficult to count, because they are stigmatized, and harder to reach. Usual epidemiological methods such as national household or schools surveys do not work Existing statistics based on case registration is not reliable

12 Process for estimating the size of hidden populations Preparation Selection of method and data collection Data analysis and dissemination

13 Key Methods Collected from MARPs Census and enumeration Capture-Recapture Multiplier methods Nomination Collected from the general population Population surveys Network scale-up Consensus/Delphi

14 Methods that rely on data collected from MARPs

15 Census and enumeration - method Census methods count every individual in a population Enumeration methods count only sub-set of individuals selected from a defined sampling frame, and then need to multiply number according to size & structure of sample frame Counting of people to get a full count in select venues Done in short time period to avoid double counting Use reliable community guides to gain access to the community

16 Census and enumeration - example Census: Map every venue where FSW wait for clients in town X and count every FSW at each venue Enumeration: – Map and count all venues in town X – Visit to get average # FSW in a sample of sites – Multiply total # venues by average # FSW per venue = estimated number of FSWs in town X

17 Census and enumeration Pros Mathematically straightforward Cons Only reaches visible portion of population Difficult to avoid duplication at multiple sites Expensive, logistically difficult and time- consuming

18 Capture/recapture - method Was first used in 1662 to estimate the population of London, then for size estimation of animal populations in the wild. Conduct a “capture” and tag everyone before releasing Conduct independent recapture and calculate proportion who were already tagged

19 “Tagging” can be done – Unique object – Services received either by two different services in two different institutions same service at the same institution, but at different times Ideally sampling should be as random as possible, services should be independent. Capture/recapture – method (2)

20 Capture/recapture - formula (NC 1 * NC 2 ) ÷ (total number in both captures) NC 1 – number of people in the first capture NC 2 – number of people in the second capture

21 Capture/Recapture – example 1 Opiate users in city X – Opiate users receiving services at NGO Y (n=2000) – Positive urine testing for opiates of all persons held in police stations in city X (n=500) – Overlap (n=171) – (2000 X500)/171 = 5,850 opiate users

22 Capture/Recapture – example 2 Sex workers in city X – women treated for STIs in 2010 (n= 300) – women treated for STIs in 2011 (n= 280) – Overlap (n= 40) – (300X280)/40 = 2100 female sex workers

23 Capture-recapture (4) Pros Mathematically simple Cons Difficult not to violate assumptions: Closed population Independent samples Positive correlation will lead to underestimated size Negative correlation will lead to overestimated size Hard to identify people accurately between samples Equal selection probabilities Requires large sample size to be more reliable

24 Multiplier - method Mathematically this estimate is equivalent to capture-recapture calculations, but the sources of data and interpretation is different. Relies on two sources of information and their overlap: – First source: count or listing from program data (program registers) – Second source: representatives from the population being measured (survey data)

25 Multiplier - formula # of key populations registered with a service _____________________________________ % of population reported being registered with a service

26 Multiplier method - example A survey among IDUs shows that 12% of them are registered with the drug treatment programs Drug treatment registers include 150 IDUs Estimate of number of IDUs in the city is 150 ÷ 0.12 = 1,250

27 Multiplier Pros Use of existing data sources Mathematically simple Cons Need high-quality service statistics Two data sources must be independent Can go wrong if no clear consistent definitions between data sources: population, time reference period, etc. Hard to avoid selection bias Miss people who are not accessible through either data source

28 Methods that rely on data collected from the general population

29 Population survey - method Surveys of general population/subsets of general population Questionnaire is administered to residents of a sample of households drawn from a sample frame that is representative at a national or regional level

30 Population survey - formula Numerator: assess risk behaviors such as male-male sex, injecting drug use, proportion of men who have commercial sex Denominator: comes from the general population figures (e.g. from census) or the number of people included into the survey

31 Population survey - example # men surveyed reporting having male sexual partner during the last X months ___________________________________ Total number of men included into survey reporting having sex during the last X months

32 Population survey Pros Results are robust and can be extrapolated Relatively easy to implement and analyze Cons Expensive Will give minimum estimates for stigmatized behaviors

33 Network scale-up - method “New method” to estimate size of MARPs Asks about behaviors of the respondent’s acquaintances Requires respondents to determine personal network size using – Summation – Known Population Method

34 Network scale-up - formula ((M1+M2+M3+…Mn)/(C1+C2+C3+…Cn))X T M – number of acquaintances who practice certain behaviors C – personal network size (number of acquaintances) T – total population

35 Step 1: Identify network size Summation – ask people to estimate their personal network size, usually by mutually exclusive categories: – Friends – Relatives – co-workers Network scale-up - example

36 Network scale-up – example (2) Step 1: Identify network size (cont.) Known population method –ask respondents about the number of people the know in specific population for which true value is known. For example, there birth registers or census data shows there are 300,000 adults named Anna in the country with 15 million people. Your respondent knows 5 women named Anna. The estimated personal network size will then be 5 divided by 300,000 and multiplied by 15 mln = 250.

37 Network scale-up - example Step 2 – estimation Respondent A knows 300 people (c1) Two of those inject drugs (m1) Respondent B knows 200 people (c2) Three of those inject drugs (m2) Total population of the country is 15 mln (T) Estimated number of people who inject drugs is equal to ((m1+m2)/(c1+c2))X T = 150,000

38 Network scale-up Pros Does not require members of hidden populations Can be incorporated into existing surveys Can create size estimations for multiple populations Cons Average network size is difficult to estimate Respondents may not be aware of risky behaviors of their acquaintances or hesitant to acknowledge they know people with risky behaviors

39 Delphi method Asks key informants to agree (reach consensus) on number of people practicing certain behaviors in a population Can be done at all levels from local to national Should be triangulated with other methods

40 Estimating the size of sex worker populations Census methods have been shown to be useful for brothel-based sex workers. Use enumeration for situations where there are large numbers of venues and the sex workers do not move quickly between locations. Use capture-recapture to estimate the size of street- based sex worker populations when it is not possible to create a list of venues or conduct a census. Multiplier methods can be useful for local estimates (challenge: finding lists from administrative sources to provide a multiplier for a national estimate).

41 Estimating the population size of persons who inject drugs Capture-recapture methods should be considered in settings where program data sources are of reasonably good quality and where injection drug use is not punishable by imprisonment or death. Multiplier methods can be useful where treatment service records are of good quality. In this case, since multipliers vary by place, the national estimate should aggregate as many local area estimates as are available.

42 Estimating the population size of men who have sex with men If men are open about having sex with other men, a census conducted at gathering locations could be useful. If no program data sources are available, a cost effective option is to include same-sex behavior on existing general population surveys. However these estimates are likely to be underreported, especially in settings where such behaviors are highly stigmatized Capture–recapture was also successfully piloted among MSM (use of unique object)

43 Analyzing data Using multiple sources and several methods is the way to go (Triangulate to Validate) Present range (min. – max.) of estimates to reflect level of uncertainty inherent in the size estimation process Documenting the process (to be useful size estimates need to be updated over time)

44 CONCLUSION … “Torture numbers and they’ll confess to anything ” –Gregg Easterbrook. “Statistics may be defined as "a body of methods for making wise decisions in the face of uncertainty.” –W.A. Wallis


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