In order to draw causal conclusions from available data, it is crucial to reason about the underlying causal structure that governs the data-generating process. In this publication-based thesis, we tackle the challenge of rigorously accounting for uncertainty in this underlying causal structure in causal inference. We present a framework based on test inversions to construct calibrated confidence regions for total causal effects that capture both sources of uncertainty: causal structure and numerical size of nonzero effects.
BibTeXKey: Str25