Assumption 5: Causal Sufficiency
Under this assumption it is assumed that X and Y are not common consequences of the same hidden variables ( X ← Z → Y ).
This causal sufficiency assumption is made by many methods of the cause-effect pair literature as it allows to considerably simplify the cause-effect pair problem. However there are many realistic cases where there are potential confounding effects that can affect both variables (the most typical examples of confounding factors are the age or the gender in epidemiological studies).
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Assumption 2: Time
Assumption 5: Causal Sufficiency
Assumption 9: Variable Units
Assumption 8: Measurement Noise
Assumption 6: Exclusion of Feedback Loops
Independent and Identically Distributed Samples Assumption in Generative Cause-Effect Models
Constraint Relation Assumption in Generative Cause-Effect Models
Selection Bias Assumption in Generative Cause-Effect Models
Faithfulness Assumption in Generative Cause-Effect Models