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Data Collection for Family Planning Insights

Analyzing modern contraceptive use data for better health outcomes.

Leontine Alkema, Herbert Susmann, Evan Ray

― 7 min read


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In the world of family planning, knowing how many women are using modern methods of contraception is a big deal. This is not just a statistic; it’s a tool that helps countries and organizations figure out how they are doing in terms of health and education. When we look at this information, we can see where improvements are needed and how close we are to achieving important goals, like the ones set by countries around the world for sustainable development.

The Challenge of Data Collection

Now, here’s the thing. Gathering accurate data across different countries is not as easy as pie. Countries may have different ways of collecting information, and some places just don’t have the resources. So, how do we tackle this? We use Statistical Models, which are fancy ways of combining different data sources to get better estimates and forecasts.

Think of it like making a smoothie. You toss in all the fruits you can find—some strawberries from one place, some bananas from another—and blend them together to make something yummy. In our case, “fruits” are the different data sources!

The Breakdown of Data Sources

We get our information from various types of data collection:

  • Surveys: These are the most common. Women are asked about their contraceptive use directly.
  • Health Records: Sometimes, hospitals provide information about what methods are being used.
  • Vital Registration Systems: These track births and deaths and can provide indirect information about family planning.

Each of these sources has its own quirks. Maybe one survey missed some people, or another had a small sample size. But when we combine them smartly, we can get a clearer picture.

Enter the Statistical Models

When we talk about models, we aren’t referring to the ones on the runway. Instead, we’re looking at a kind of statistical framework that helps us understand the relationship between real-world data and what we think is going on behind the scenes.

The basic idea is that there are two parts to these models. The process model describes how we expect the true numbers to change over time. We assume that things don’t just jump around wildly but rather grow or shrink gradually. The data model, on the other hand, explains how the messy, real-world observations relate to those true numbers.

A Peek at the Model We Use

We’ve created a special kind of model called the Normal-with-Optional-Shrinkage (NOS) model. Sounds fancy, right? Here’s the lowdown:

  1. This model helps us merge data from various sources, even when they have issues like missing information or Measurement Errors—kind of like fixing a jigsaw puzzle with a few pieces missing.

  2. It takes into account the uncertainty inherent in each data source. Some surveys are better than others, and we need to factor that in.

  3. The model helps identify outliers—those weird data points that stand out like a sore thumb—and essentially tells us whether we should trust them or not.

The Real-World Example: Modern Contraceptive Prevalence Rate ([MCPR](/en/keywords/modern-contraceptive-prevalence-rate--kwl6r8l))

Let’s focus on one specific measure: the modern contraceptive prevalence rate (mCPR). This simply asks, “What portion of women aged 15 to 49 who are married or living with a partner is using modern contraception?”

So, what does “modern” mean here? It includes methods like:

  • Birth control pills
  • Condoms
  • Intrauterine devices (IUDs)
  • Sterilization
  • And others that help families plan their futures.

Where Does This Data Come From?

To get the mCPR numbers, we gather data from various household surveys, such as:

  • Demographic and Health Surveys (DHS)
  • Performance Monitoring for Action (PMA)
  • UNICEF’s Multiple Indicator Cluster Surveys (MICS)

These surveys ask women whether they are using modern contraceptives, but they do come with some challenges. For instance, the way questions are asked can influence the responses, and sometimes the surveyed group isn’t quite the same as the target population.

The Importance of Combining Data

Why do we need to combine data from multiple surveys? Well, imagine trying to drive a car with one flat tire—you’re not going to get very far! The same goes for our data. Single surveys can have high uncertainty, so we need to aggregate estimates from different sources to get a reliable understanding of trends.

Lessons from Burundi and Ethiopia

Let’s take a look at two countries: Burundi and Ethiopia. These examples help illustrate the challenges of data collection and how the model works.

Burundi

In Burundi, the latest national survey suggested a huge jump in mCPR that raised eyebrows. This spike likely resulted from measurement errors. It’s like you want to believe your friend when they say they ran a marathon, but their time seems a bit off!

Ethiopia

In Ethiopia, there’s some inconsistency between the DHS data and the PMA surveys. The DHS suggests around 41% mCPR in 2019, whereas the PMA says it’s only around 35% in 2021. With confidence intervals overlapping, it gets tricky to choose which one to trust!

Enter the NOS Model

What can we do about this muddle? Using the NOS model, we can blend these different estimates intelligently. The model looks at the strengths and weaknesses of each source and helps produce more trustworthy estimates.

Handling Measurement Errors

One of the big issues in these surveys is measurement error. The NOS model is built to account for this, meaning it can adjust the estimates based on known problems in data collection. It’s kind of like having a cheat sheet when you’re taking a test!

Case Study: mCPR Estimation

Now, let’s really put the NOS model to work. We can develop a specific version of the model to estimate mCPR more accurately.

Here’s how we do it:

  1. Transform the Data: We start by transforming the observed mCPR values to make them easier to work with.

  2. Break Down Errors: We look at different possible errors like sampling errors, measurement errors, and outlier errors.

  3. Account for Survey Characteristics: Different surveys provide data of varying quality. For instance, data from a national survey might be less reliable than that from a DHS survey.

  4. Modeling Outliers: If we detect an outlier, we evaluate whether it’s a fluke or if it should actually be included in our final estimates. We use a smart technique inspired by regularization to manage these quirky observations.

Putting the Model to the Test

Once the model is set up, we can produce estimates and forecasts for mCPR across various countries. It’s like having a crystal ball for family planning!

In the case study, we looked at Bangladesh, Burundi, and Zambia. In these countries, we could see how estimates are influenced mainly by data from the DHS.

The Outcome

Ultimately, the NOS model helps us get clearer estimates than if we were to rely on single surveys alone. By smoothing out discrepancies and accounting for errors, we arrive at a better understanding of the mCPR in these countries.

Lessons Learned

From our exploration of mCPR, we learned several key things:

  • Surveys offer valuable insights but can come with errors.
  • Combining data from multiple sources provides a fuller picture.
  • Models like the NOS help us navigate the murky waters of data quality issues.

The Next Steps

So, what’s next? The field of data modeling is always evolving. We hope that the techniques we’ve developed can be expanded upon to tackle other types of data collection challenges. For instance, we might create models to address different types of demographic data or systems that track births and deaths.

Wrapping Up

In conclusion, collecting data on modern contraceptive use is crucial for improving global health outcomes. By employing smart statistical models, we can turn a messy collection of statistics into actionable insights that guide family planning efforts around the world.

So, next time you hear about mCPR or family planning data, remember: there’s a lot of number-crunching magic happening behind the scenes to make sense of it all!

Original Source

Title: Temporal Models for Demographic and Global Health Outcomes in Multiple Populations: Introducing the Normal-with-Optional-Shrinkage Data Model Class

Abstract: Statistical models are used to produce estimates of demographic and global health indicators in populations with limited data. Such models integrate multiple data sources to produce estimates and forecasts with uncertainty based on model assumptions. Model assumptions can be divided into assumptions that describe latent trends in the indicator of interest versus assumptions on the data generating process of the observed data, conditional on the latent process value. Focusing on the latter, we introduce a class of data models that can be used to combine data from multiple sources with various reporting issues. The proposed data model accounts for sampling errors and differences in observational uncertainty based on survey characteristics. In addition, the data model employs horseshoe priors to produce estimates that are robust to outlying observations. We refer to the data model class as the normal-with-optional-shrinkage (NOS) set up. We illustrate the use of the NOS data model for the estimation of modern contraceptive use and other family planning indicators at the national level for countries globally, using survey data.

Authors: Leontine Alkema, Herbert Susmann, Evan Ray

Last Update: 2024-11-26 00:00:00

Language: English

Source URL: https://arxiv.org/abs/2411.18646

Source PDF: https://arxiv.org/pdf/2411.18646

Licence: https://creativecommons.org/licenses/by-sa/4.0/

Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.

Thank you to arxiv for use of its open access interoperability.

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