Basic statistical concepts in clinical research
Module Summary
The basic Statistics course prepares learners to apply core statistical concepts in the context of clinical research. Participants will learn to apply key statistical principles, distinguish between common study designs and justify their selection based on specific research objectives, and construct research questions that are aligned to statistical principles. They will develop the ability to outline and critically review the key components of the statistic aspects of a study protocol and a statistical analysis plan. In addition, learners will assess when advanced trial designs—such as adaptive trials—are warranted and appraise their implications for study implementation and interpretation.
Learning outcomes
At the end of this course participants will be able to apply core statistical concepts relevant to clinical research, including outcome types, effect measures and underlying estimands.
Learning objectives
- Classify statistical objectives in clinical research: description, modelling, or causal inference.
- Implement the key attributes of the estimand framework
- Discuss the role of intercurrent events in planning a study and during study conduct
- Apply different handling strategies for intercurrent events
- Classify different types of statistical variables used in clinical research
- Select appropriate statistical endpoints for clinical research questions.
- Interpret common summary effect measures.
- Interpret the concepts of hypothesis testing, p-values and confidence intervals
- Implement the core components for a sample size calculation
- Select and implement research questions and hypotheses which are aligned to core statistical principles.
- Teacher: André Moser
- Teacher: Ainesh Sewak
Observational data
Module Summary
In the previous topic, we introduced the basic statistical concepts in clinical research. You applied the framework of estimands, intercurrent events, hypothesis testing and confidence intervals to formulate and align a research question with core statistical concepts. We also introduced three different statistical objectives, description, modelling and causal inference.
In observational data the exposure or treatment of interest is not controlled by the researcher as in a randomized controlled trial. Thus, correct conclusions from observational data are more challenging. Are we looking at associations? Or predictions? Or causal claims?
Often clinicians aim to make causal conclusions from observational data. For example, Kenchaiah et al. investigated in a New England Journal of Medicine article whether obesity is associated with heart risk failure. For several reasons the authors did not implement a randomized controlled trial to answer the question: “Does obesity cause heart failures?” – A legitimate causal question. However, the authors report associations as their findings. Often randomized controlled trials are not possible or feasible. For example, in rare disease it is often not feasible to conduct a randomized controlled trial and case-control study is more appropriate to provide evidence for future research.
In this topic we give an introduction to observational data. We discuss challenges in interpretation, study designs and the causal framework.
Learning outcomes
At the end of this course, participants will be able to justify the goals of observational studies in clinical research and judge their inherent limitations.
Learning objectives
- Compare and analyze the differences between marginal and conditional summary effect measures
- Analyze and explain the interpretational differences of collapsible and non-collapsible summary effect measures.
- Evaluate and interpret the implications of Simpson’s paradox.
- Analyze and evaluate the interpretational differences between commonly used study designs.
- Explain the difference between individual and average causal effect
- Distinguish between and interpret the statistical concepts of association versus causation
- Construct causal diagrams to represent underlying causal assumptions.
- Use causal diagrams to identify sources of confounding and selection bias
- Use causal diagrams to identify appropriate set of variables for adjustment
- Describe and apply three main analysis strategies to deal with confounding and selection bias
- Teacher: André Moser
- Teacher: Veronika Whitesell


