1. Infant and Child Mortality Multiple Indicator Cluster Surveys- MICS3 Analysis and Report Writing Workshop Panama City, July 12-20, 2006

2. Indicators Definition Under-five mortality rate Probability of dying by exact age 5 years Infant mortality rate Probability of dying by exact age 1 year

3. Goals World Submit for Children (WSC) Between 1990 and the year 2000, reduction of infant and under-five child mortality rate by one third or to 50 and 70 per 1000 live births respectively, whichever is less Millennium Development Goals (MDGs) Reduce by two-thirds, between 1990 and 2015, under-five mortality Indicator 13 – Under-5 Mortality Rate Indicator 14 – Infant Mortality Rate

4. Why to measure child mortality Reasons: 5q0 is a broad indicator of social development/health status to evaluate impact of interventions based on trends

5. Data sources/methods Vital registration Population census Longitudinal or prospective sample surveys Household surveys –Data from birth histories as from DHS –Data to use Brass methods as from MICS3

6. Which countries included this module in MICS3? 6 out of 7 Belize, Dominican Republic, Guyana, Jamaica, Suriname and Trinidad and Tobago Cuba did not Mongolia?

8. Which is the approach in MICS3? Indirect estimation using the Brass method to derive values for U5MR and IMR Use other existing estimates and compare along time to produce trends along time Report within the existing context and limitations

9. The Brass approach Data needed –Number of women by age (5 years) –Number of children ever born –Number of children dead/alive (surviving) Selection bias –Uses data for surviving mothers only –May be greater in countries affected by HIV/AIDS (prevalence of 5% or more)

10. Characteristics of the Brass method Questions are short and simple Provide acceptable mortality estimates over a period of 10 years and more Does not provide estimates for: –the age patterns of child mortality –causes of death

11. The Brass equation Brass was the first to develop a procedure for converting proportion dead of children ever born (D(i)) reported by women in age groups 15-19, 20- 24, etc. into estimates of probability of dying before attaining certain exact childhood ages, q(x): q(x) = K(i)*D(i) where the multiplier K(i) is meant to adjust for non mortality factors determining the value of D(i)

12. What does the Brass method do? Brass found that the relation between the proportion of children dead D(i), and a life-table mortality measure, q(x), is primarily influenced by the age pattern of fertility, because it is this pattern that determines the distribution of the children of a group of women by length of exposure to the risk of dying Brass developed a set of multipliers to convert observed values of D(i) into estimates of q(x), the multipliers being selected according to the value of P(1)/P(2), where P(i) is the average parity or number of children ever born reported by women in the age group i Brass used a third-degree polynomial of fixed shape

13. What does the Brass method do? Brass estimated the k(i) multipliers by using –a third-degree polynomial of fixed shape but variable age location to represent fertility, –The logit system generated by the general standard to provide the mortality element, and –A growth rate of 2% per annum to generate a stable age distributions for females

14. Modifications of the Brass method Sullivan computed another set of multipliers using LSR to fit the equation to data generated from observed fertility schedules and the Coale-Demeny life tables Trussel estimates a third set of multipliers by the same means but using data generated from the model fertility schedules developed by Coale and Trusell. Feeney developed an estimation procedure to establish the set of years to which infant mortality estimated from data on children ever born and children surviving refer

15. Assumptions of the Brass method A constant patterns and level of mortality have prevailed in the recent past Fertility has been roughly constant in the recent past Child mortality has been changing in a linear way in the recent past

16. Model age patterns of child mortality Similar across human populations Model life-tables. Single parameter (level) for different age patterns –Coale-Demeny patterns by region –Coale-Demeny patterns by region: East, North, South, and West –United Nations patterns by region –United Nations patterns by region: Latin America, Chilean, South Asian, Far Eastern, and General

19. Choice of inappropriate age pattern of mortality results in... A misestimation of trends However, the 5q0 estimate obtained from women 30-34 and referred to about 6 years before the survey is little affected.

20. The Age Pattern of Mortality in Childhood How to select a mortality pattern? –Independent information –Successive data sets –Geographical proximity The WEST model appears to be the more common age pattern of mortality in the region

21. The Age Pattern of Mortality in Childhood How to select a mortality pattern? –Independent information –Successive data sets –Geographical proximity –Graphic interpolation

23. Mortality pattern in the LAC countries Country Life table model BelizeWest (East?) Dominican RepublicWest GuyanaWest (South?) JamaicaWest SurinameWest Trinidad and TobagoEast (West?) MongoliaWest

24. Methodology for calculation SPSS program to produce tables for preliminary and final MICS3 reports MORTPAK program to produce estimates when data set is not available but basic data can be used

25. SPSS Program Generates basic tables (CM.1A) Generates IMR and U5MR total and by background variables (CM.2) The program assumes: –Definition of a pattern from the Coale and Demeny families (i.e. East, West, North, or South) –Definition of age groups used to produce the mortality estimates included in table 8 (20-24, 25-29, 30-34) These choices have to be done before running the SPSS program

29. Fertility and Mortality values CountryTFRU5MR Belize3.139 Cuba1.67 Dominican Republic2.732 Guyana2.264 Jamaica2.420 Suriname2.639 Trinidad and Tobago1.620 Mongolia2.452

30. Disaggregation of estimates by background variables Use dichotomous variables as much as possible: boys/girls, urban/rural, mothers with education/without education, poorest 60%/richest 40%, etc.) No more than 4 groups for region and ethnic group Beware of sampling errors when reporting current differences or trends

31. Issues for Discussion Disaggregation of estimates by background variables –Use dichotomous variables (poorest 60%/richest 40%, etc.) –Beware of sampling errors Differences between household survey estimates and those from administrative records and vital registration Current estimates produced by the inter-agency mortality estimation group

33. Are we measuring the same? Existing research indicates that: There are evidences of mis-reporting and/or omission of deaths Measurement errors

34. The inter-agency mortality estimation group Sponsored at the global level by UNICEF, WHO, the WB, the UNPD Produces country estimates of U5MR and IMR and trends from all available values Estimates are obtained by a regression model fitted to all available values Estimates are yearly presented as part of the agencies yearly publication and as part of the MDG report

41. MORTPAK Package developed by the UN Statistics/Population(?) Division Includes many modules Mortality estimation via the Brass approach is one of the modules Requires inputs and decisions from user: –Values for year and month of survey, and sex –Selection of region fro C & D patterns –Analysis of results and decision on age groups to be used (20- 24, 25-29, 30-34 or averages)

42. Thank You!