Sentence examples for measures that satisfy from inspiring English sources
There exists a significant literature on a special class of risk measures that satisfy the law invariance property.
Moreover, time consistency is also described in terms of the collection of probability measures that satisfy the "product property," similar to the rectangularity property mentioned above.
Bronfman's objection begins with the observation that, for any specific advice that one might give to a non-probabilistic agent concerning which credence function she should adopt in favour of her own, there will be inaccuracy measures that satisfy Joyce's conditions, but don't sanction this advice; indeed, there will be inaccuracy measures relative to which that advice is very bad.
Any such agent uses an inaccuracy measure that satisfies Joyce's conditions.
Third, we might think that there is no objectively correct inaccuracy measure; rather, any inaccuracy measure that satisfies the conditions is rationally permissible.
Leitgeb and Pettigrew show that the only inaccuracy measure that satisfies Global Normality and Dominance, together with their other conditions on inaccuracy measures, is the Brier score, which we defined above.
First, we might think that the notion of inaccuracy is vague; and we might say that any inaccuracy measure that satisfies the conditions is a legitimate precisification of it.
Therefore, given a centrality measure that satisfies postulate P1, this must include the basic features that determine the essentiality of a gene within the network.
Pseudo-moments of a measurable family of probability measures that satisfies the consistency condition are proved to be given by the Radon Nikodym derivatives which appear in Lambert's characterization of bounded composition operators.
So far, we have considered how to choose the minimal set of quantities to be measured that satisfies the necessary and sufficient conditions for estimating the dust model parameters.
"We have to implement measures that will satisfy the I.M.F and E.U".
