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Weight Matrix

GDPR Compliance · Inspect the direct coefficients that define the local structural equations.

Why the weight matrix matters

The weight matrix is the skeleton of the structural causal model — the fitted linear coefficients that quantify how strongly each direct cause acts on each effect. Unlike correlation coefficients, these weights have a directional, mechanistic interpretation: holding all other parents fixed, a weight of +1.5 means one unit of cause produces 1.5 units of effect downstream, not merely that the two tend to move together.

The matrix makes model transparency concrete. Every quantitative claim — path effects, sensitivity scores, counterfactual predictions — is a composition of these weights across chains of edges. Inspecting the matrix is the first check that domain knowledge was correctly encoded and that the fitted model behaves as intended.

Start here
  1. Open the recommended scenario for this case
  2. Adjust observed evidence or intervention settings
  3. Move to a second tool without losing context
  4. Compare obs() versus do() where available
  5. Inspect paths, blankets, or CPT structure to explain the shift
Direct structural weights

Each coefficient is read from the model's CLGaussian distribution and interpreted as the direct edge weight from parent to child in the centered linear equation.

ParentChildWeightStrength
Dense matrix view
Model coverage

Visible nodes: 14 · Latent nodes: 11 · Total nodes: 25. Latent nodes are hidden by default except where they are the point of the analysis.