Sentence examples for likelihood exceeds from inspiring English sources

QTL interval mapping is then the maximum likelihood estimate of each Q j and the selection of those Q j where the log likelihood exceeds some threshold.

We outlined a framework for two-layered hierarchies; the number of layers, however, can easily be expanded (see also [2]), and will, in all likelihood, exceed two layers in complex processes, as for instance in language production and perception.

The SH-test [ 28] indicated that, using the molecular dataset, both the morphological tree and a tree in which each microhabitat specialization was constrained to be monophyletic were significantly less likely (all differences in likelihood exceeded 637 and all P < 0.001).

For nine of the sixteen datasets the difference between the smallest and largest −2×log-likelihood exceeded 1; for one it exceeded 5.

In conclusion, a group of incidents is determined depending on whether the likelihood ratio exceeds the threshold.

Taking logarithms, and noting that different positions i are i.i.d., it is clear that testing whether a user's likelihood ratio exceeds η 1 is equivalent to testing whether his score S j exceeds (eta = ln eta _{1}) for g defined by begin{array}{*{20}l} g x,y,p) = lnleft(frac{f_{X,Y|P} x,y|p,H_{0})}{f_{X,Y|P} x,y|p,H_{1})}right).

The Neyman-Pearson lemma [27] tells us that the most powerful test to distinguish between H 0 and H 1 is to test whether the following likelihood ratio exceeds an appropriately chosen threshold η: begin{array}{*{20}l} Lambda vec{x}, vec{y}, vec{p}) = frac{f_{vec{X},vec{Y}|vec{P}} vec{x},vec{y}|vec{p},H_{0})}{f_{vec{X},vec{Y}|vec{P}} vec{x},vec{y}|vec{p},H_{1})}.

If the log-likelihood ratio exceeds a certain threshold the subgraph is predicted to be a complex.

A target would be considered present then if the weighted likelihood peak exceeded a certain threshold.

Results indicated a likelihood of exceeding action limits of 75% for Cu and between 50 and 75% for Zn.

"We believe that Schering-Plough has the greatest likelihood of exceeding expectations due to strong Vytorin and Nasonex prescription trends.