Epistemic norms--probabilism,

conditionalization, the principal principle, and so on--have their binding force in virtue of helping to secure this good.

The

conditionalization upon [CH.sup.t][P.sub.t,w] reflects the idea that it is not part of what it is to be an expert to be certain that one is an expert.

As for the diachronic constraint, it involves a probabilistic rule of inference given by a principle of

conditionalization. The Bayesian formula for the conditional probability of some sentence p given another sentence q is given by the following ratio formula: [P.sub.t](p | q) = [P.sub.t] (p & q) / [P.sub.t] (q).

His determination is that Plantinga is employing a parochial form of

conditionalization: in other words, Plantinga is insisting that the naturalist consider only those propositions which count directly for or against R or its denial.

The subjective counterpart, known as subjective probability theory, defines probability as the degree of belief in a given proposition and incorporates debates about Bayesian

conditionalization, (31) (subjective) expected utility theory, (32) and psychometrics.

(12) I assume here that belief revision in the face of such evidence goes by

conditionalization, Jeffrey

conditionalization, or some other rule that keeps probability assignments of 0 and 1 fixed.

Before going into more details, recall that in rule theory (Braine & O'Brien, 1998; Rips, 1994), the conditional is involved in two basic inference schemas: (1) elimination, by way of MP; (2) introduction, by way of

conditionalization (or 'conditional proof'), that is, if C is derivable from a set of premises under the supposition that A, if A then C is a valid proposition.

involves the standard steps of marginalization (the summations shown above) to deal with unspecified values of various symptoms, and

conditionalization (the division) to compute the conditional probability; see Feller [1966].

They support (i) having uncertainty about some objects but certain information about others; (ii) first normal form that is easy to understand and use; (iii) elegant new operations like

conditionalization, The 1NF representation used by them is a special case of the annotated representation in this article, as pointed out by Dyreson and Snodgrass [1998], this representation is not suitable for directly representing temporal indeterminacy.

According to classical logics the

conditionalization, q given d is equivalent to the material implication d [contains] q.