Sentence examples for confirmation theory from inspiring English sources

In Bayesian Confirmation Theory, it is said that evidence confirms (or would confirm) hypothesis H (to at least some degree) just in case the prior probability of H conditional on E is greater than the prior unconditional probability of H: Pi(H/E) > Pi(H).

Furthermore, part of the problem of the meaning of the probabilities relates to whether Everettian probabilities make sense also in confirmation theory, in particular to whether observational data confirms (Everettian) quantum mechanics.

Although these authors differed on many points, they shared the view that standard logical-empiricist accounts of confirmation, theory, and other topics were quite inadequate to explain the major transitions that have occurred in the history of the sciences.

A note about confirmation theory.

Confirmation theory has proven a rather difficult endeavour.

(This is an idea which Bayesian confirmation theory takes seriously).

Ignoring details, large and small, bootstrapping confirmation theories hold that an observation report confirms a theoretical generalization if an instance of the generalization follows from the observation report conjoined with auxiliary hypotheses from the theory the generalization belongs to.

Qualitative confirmation theories comply with the idea that \(h\) is confirmed both by \ e_{1} \wedge e_{2}\) and by \ e_{1} \wedge e_{2}^*.\) In the HD case, it is clear that \(h\) entails both conjunctions, given of course \ k\) stating that tigers, lions, and elephants are all mammals (an Hempelian account could also be given easily).

Such approaches are canonically known as "confirmation theories".

No more than this will be needed to begin our exploration of Bayesian confirmation theories.

Grounded on expectation-confirmation theory (ECT), this study examined the influences of dynamic and stable individual differences on satisfaction and continuance, respectively.