Operations Management

McLaughlin and McLaughlin (2024) suggest, “the health policy team must understand technology by which each policy alternative would achieve its outcomes. This is necessary in this stage of formative evaluation and later in the health policy analysis cycle for implementation planning” (p.91).

Regarding “each” of the following five forecasting methods:

Gathering Expert Opinions
Time Series Analysis
Surveying and Sampling
Correlational and Causal Modeling
Simulation and System Modeling

Describe techniques that can reduce the concerns about the dominance of one or two individuals in the forecasting process (Gathering Expert Opinions).
Define time series analysis, historical data, and possible software alternative models to time series analysis (Time Series Analysis).
Describe two pros and two cons of implementing clinical trials and survey data (Surveying and Sampling).
Explain the relationship between correlation and causation within regression analysis (Correlational and Causal Modeling).
Explain why it is important to forecast the impact of medical advancements and the resulting changes in the health care organization and financing of healthcare delivery (Simulation and System Modeling).
The Health Technology Assessment Process paper

Full Answer Section

       
    • Nominal Group Technique (NGT): This structured method involves experts generating ideas individually and then sharing them in a round-robin fashion without initial discussion. The ideas are then clarified and ranked anonymously through a voting process. This ensures that all opinions are heard and considered equally before any group influence takes hold.
    • Rotating Panels: Utilizing different panels of experts for various aspects of the forecast or for subsequent rounds can broaden the range of perspectives and reduce reliance on a small, potentially homogenous group.
    • Structured Interviews with Diverse Experts: Conducting individual, structured interviews with a diverse range of experts, ensuring representation from different backgrounds, disciplines, and perspectives, can provide a wider array of insights that can be synthesized later, minimizing the impact of any single dominant voice.
    • Facilitation and Moderation: A skilled facilitator can guide expert panel discussions, ensuring that all participants have an opportunity to contribute and respectfully managing any tendencies towards dominance by certain individuals.

2. Time Series Analysis:

  • Definition: Time series analysis is a statistical method used to analyze and forecast data points that are indexed, listed, or graphed in time order. It involves examining patterns and trends in historical data to make predictions about future values.
  • Historical Data: Historical data in time series analysis refers to a sequence of observations collected at regular intervals over a period of time. These observations could be anything from hospital admission rates and disease prevalence to healthcare expenditures and utilization patterns. The key characteristic is the temporal ordering of the data points.
  • Possible Software Alternative Models: While time series analysis encompasses various models (e.g., ARIMA, exponential smoothing), several other statistical and machine learning techniques can be used for forecasting, offering alternatives depending on the data characteristics and forecasting goals:
    • Regression Analysis (including panel data analysis): Can model the relationship between a time-dependent variable and one or more explanatory variables to predict future values. Panel data analysis can account for both time-series and cross-sectional variations.
    • Machine Learning Models (e.g., Recurrent Neural Networks (RNNs), Long Short-Term Memory (LSTM) networks, Support Vector Regression (SVR), Random Forests): These models can capture complex non-linear patterns in time series data and often perform well in situations with many influencing factors.
    • State Space Models (e.g., Kalman Filters): These models represent a system in terms of unobserved "state" variables that evolve over time and relate to the observed data. They are particularly useful for handling noisy data and incorporating underlying system dynamics.

3. Surveying and Sampling:

  • Pros of Implementing Clinical Trials and Survey Data:
    • Clinical Trials (Focus on Efficacy and Safety):
      • Establishing Causality: Well-designed clinical trials, particularly randomized controlled trials (RCTs), are the gold standard for establishing causal relationships between an intervention (e.g., a new treatment) and an outcome (e.g., improved health).
      • Evaluating Safety and Efficacy: Clinical trials provide rigorous data on the safety and effectiveness of medical interventions in a controlled environment before widespread implementation.
    • Survey Data (Focus on Attitudes, Behaviors, and Prevalence):
      • Gathering Real-World Insights: Surveys can collect data on patient experiences, health behaviors, attitudes towards policies, and the prevalence of certain conditions in the population, providing valuable real-world information.
      • Cost-Effective Data Collection: Compared to some other methods, surveys can be a relatively cost-effective way to gather data from a large and geographically dispersed population.
  • Cons of Implementing Clinical Trials and Survey Data:
    • Clinical Trials:
      • High Cost and Time Intensive: Conducting rigorous clinical trials can be very expensive and time-consuming, potentially delaying the availability of beneficial interventions.
      • Limited Generalizability: Findings from clinical trials, which often involve highly selected patient populations under controlled conditions, may not always be directly generalizable to the broader real-world population or diverse patient groups in Kenya.
    • Survey Data:
      • Response Bias: Survey data is susceptible to various biases, including non-response bias (those who respond may differ systematically from those who don't), recall bias (respondents may not accurately remember past events), and social desirability bias (respondents may answer in a way they perceive as socially acceptable rather than truthfully).
      • Difficulty Establishing Causality: Surveys typically capture correlations between variables but do not establish causal relationships. Observed associations may be due to confounding factors or reverse causality.

4. Correlational and Causal Modeling:

  • Relationship Between Correlation and Causation in Regression Analysis: Regression analysis is a statistical technique used to examine the relationship between a dependent variable and one or more independent variables. 1
    • Correlation: Regression analysis can identify and quantify the correlation (the degree to which two or more variables tend to vary together) between the independent and dependent variables. A statistically significant coefficient in a regression model indicates that there is a relationship between the variables in the sample data.
    • Causation: While regression analysis can reveal strong correlations, correlation does not imply causation. Just because two variables move together does not mean that one directly causes the other. There could be:
      • Confounding Variables: A third, unmeasured variable might be influencing both the independent and dependent variables, creating a spurious correlation.
      • Reverse Causality: The dependent variable might actually be influencing the independent variable, rather than the other way around.
      • Spurious Correlation: The correlation might be purely coincidental.
    • Establishing Causation with Regression: To infer causation using regression analysis (or other statistical methods), researchers need to go beyond simply finding a correlation. This often involves:
      • Strong Theoretical Justification: A well-established theoretical framework should support the hypothesized causal relationship.
      • Temporal Precedence: The cause must precede the effect in time. Longitudinal data is often needed to assess this.
      • Controlling for Confounding Variables: Researchers must carefully identify and control for potential confounding variables in their regression models.
      • Ruling Out Alternative Explanations: Researchers should consider and attempt to rule out other plausible explanations for the observed association.
      • Experimental or Quasi-Experimental Designs: When possible, using experimental or quasi-experimental designs (where the independent variable is manipulated) provides stronger evidence for causal inference than purely observational regression analysis.

Sample Answer

     

Forecasting Methods in Health Policy Analysis

McLaughlin and McLaughlin (2024) rightly emphasize the importance of understanding the "technology" or mechanisms by which policy alternatives are expected to achieve their outcomes. This understanding is crucial for formative evaluation and implementation planning. Forecasting methods play a significant role in this process by helping policy analysts anticipate future trends and the potential impact of different policy choices.

Here's a discussion of the five forecasting methods mentioned, addressing the specific points raised:

1. Gathering Expert Opinions:

  • Techniques to Reduce Dominance: Concerns about the dominance of one or two individuals in expert opinion forecasting can be mitigated through several techniques:
    • Delphi Method: This structured communication technique involves multiple rounds of anonymous questionnaires sent to a panel of experts. After each round, a facilitator summarizes the responses and provides them back to the experts for further refinement. The anonymity and iterative process help reduce the influence of dominant personalities and encourage independent thinking.