 Remarks such as the foregoing have induced some contemporary Bayesian theorists to dismiss the notion of confirmation as firmness altogether, concluding with I.J. Good (1968, 134) that “if you had \(P(h\mid e \wedge k)\) close to unity, but less than \(P(h\mid k)\), you ought not to say that \(h\) was confirmed by \(e\)” (also see Salmon 1975, 13). Let us follow this suggestion and proceed to consider the ordinal (and quantitative) notions of relevance confirmation.