Assertion: probability | /r/HasProperty | imprecise
Facets:
Source sentences:
text: There are other formalizations that give up normalization; that give up countable additivity, and even additivity; that allow probabilities to take infinitesimal values (positive, but smaller than every positive real number); that allow probabilities to be imprecise — interval-valued, or more generally represented with sets of precise probability functions; and that treat probabilities comparatively rather than quantitatively.
text: — you may refuse to bet on \(E\) at all (perhaps unless coerced, in which case your genuine opinion about \(E\) may not be revealed), or your selling price may differ from your buying price, as may occur if your probability for \(E\) is imprecise.
text: — you may find a range of such prices acceptable, as may also occur if your probability for \(E\) is imprecise.