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    D stands in the same probabilistic relationship to A and ... — Carmelics
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    Supports→Every conjunctive fork ACB where C is earlier than A and B must belong to a closed fork ABCD

    D stands in the same probabilistic relationship to A and B that C does

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    C occurs at time 0 and A and B occur at later time t, forming a conjunctive fork...Every conjunctive fork ACB where C is earlier than A and B must belong to a clos...Evolving the set of microstates in C forward to time t' > t yields D = U_t'(C), ...Therefore ACBD forms a closed fork

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    This construction is perfectly general and applies to any such conjunctive fork

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    A and B are correlated81%No earlier event can screen off the correlation between A and B unless...76%In Mellor's G&H world, the number of G-chains and H-chains is equal, m...75%The Common Cause Principle holds that variables without a common cause...75%

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    Suppose that C occurs at time 0, and A and B occur at later time t. Suppose, moreover, that ACB forms a conjunctive fork. Then we can evolve the set of microstates in C forward to time \(t^\prime > t\). Then \(D = U_{t^\prime}(C)\) will occur after A and B, but stand in the same probabilistic relationship to A and B that C does (see Figure 8). Thus ACBD will form a closed fork. Since this recipe is perfectly general, it seems that every conjunctive fork ACB with C earlier than A and B must

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