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True prevalences were estimated for some species using the Rogan Gladen estimator TP = (AP + Sp − 1)/(Se + Sp − 1), where TP is the true prevalence, AP is the apparent prevalence, Se is the sensitivity and Sp is the specificity of Rose Bengal Test (Gladen and Rogan 1978).
Some new effecThearesultscted that are impofsible in thisfreconsiderationlareical background of micromechanics.
Very high geometric means, exceeding 111 Bq m−3 and even reaching 288 Bq m−3, are estimated for some areas located in the southern and western zones of Mexico City.
In such situation, if the BFR algorithm is applied, singular covariance matrices are estimated for some clusters.
The BIC measure of goodness of fit for this model is 365,576.6 and the BICs for the competing models are shown in Figure 3 (some models cannot be estimated for some cluster class sizes).
However, as the hydrogen content estimated for some model compounds shows a high degree of correlation R 2 = 0.998, between theoretical values and estimated values, indirectly validate the developed method.
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As application we also prove new linear restriction estimates for some class of conic surfaces.
Furthermore, using the local decay estimate and the Georgescu Larenas Soffer conjugate operator method, we prove the Jensen Kato type decay estimates for some functions of H.
The distortion had an adverse affect on the damping ratio estimates for some of the modes but no correlation could be found between the accuracy of the damping estimates and the accuracy of the recovered mode shapes.
Biodiversity estimates for some individual taxa or taxon groups, like fishes, on the other hand, are much more tractable.
Finally, the divergence estimates for some of the sister species in this study were relatively old.
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