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In this section we discuss the assumptions underlying d-separation and faithfulness by considering some special cases with only few variables [Borgelt and Kruse 1999]. The simplest case is a causal chain, like the one shown on the left in Figure 9.1. If a variable has a direct causal influence on another, they should be dependent at least unconditionally, that is, A B | and B C | . It is also obvious that A C | B. A direct cause, if fixed, should shield the effect from any change in an indirect cause, since a change in the indirect cause can influence the effect only by changing the direct cause. But to decide whether B and C are dependent given A or not, we need to know the causal influences in more detail. For instance, if B = f(A) and C = g(B), then B C | A. But if the value of A does not completely determine the value of B, then B and C will usually be dependent. Although the former (that is, B C | A) is not uncommon, the faithfulness assumption excludes it. 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