Prior probability of P, where P is either a vector or a formula.
Pr(P) = sum_i(v_i(P)) / |M|
Conjunction probability of P and Q, where P and Q are either vectors or formulas.
Pr(P&Q) = sum_i(v_i(P&Q)) / |M|
Conditional probability of P given Q, where P and Q are either vectors or formulas.
Pr(P|Q) = Pr(P&Q) / Pr(Q)
Inference score of P from Q, where P and Q are either vectors or formulas.
| (Pr(P|Q) - Pr(P)) / (1 - Pr(P)) iff Pr(P|Q) > Pr(P)
inf(P,Q) = |
| (Pr(P|Q) - Pr(P)) / Pr(P) otherwise