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The importance can be modelled with a linear estimation of the importance distribution (hat {w}) as given in Eq. 14.
The general expression for the estimation of the activity distribution (hat {Lambda }) using prior information is in the form: begin{array}{*{20}l} hat{Lambda} = underset{Lambda}{operatorname{argmax}} [ L(Lambda) - P beta, gamma, Lambda)], end{array}.
The negative binomial distribution((hat {theta }=3.5599), (hat {mu }=5.3001)) is the best model among the distributions considered (AIC = 521.4971), however, the sCMP class of distributions performs more optimally as m increases (among those values for m considered).
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For the second term, the uniform convergence in Theorem 1 implies that a sequence of random vectors with distributions (hat {C}_{{boldsymbol {mu }}_{k}}({mathbf {u}})) will converge weakly to a random vector with distribution C u).
Because m is a natural number, we find that the optimal sCMP(m) class for modeling the 5-second fetal lamb dataset occurs for m=1, i.e. the CMP distribution with (hat {lambda }=0.277) and (hat {nu }=0.000).
The distribution of (hat {sigma }_{w}^{2}), (f_{hat {sigma }_{w}^{2}}(hat {sigma _{w}^{2}})), is assumed to be uniform in a logarithmic scale red [26].
(hat {sigma }^{p}) thus being an unbiased and consistent estimator for σ p. The distribution of (hat {sigma }) can be derived, e.g., on using formula (6) with the help of formula (8).
Under suitable conditions, the sampling distribution of (hat {boldsymbol {theta }}) can be approximated by the normal distribution with mean vector θ and variance-covariance matrix (hat {mathbf {J}}^{-1}), that is, approximately hat{boldsymbol{theta}} sim mathcal{N}({boldsymbol{theta}},, n^{-1}{hat{mathbf{J}}^{-1}}).
The age distribution of HAT, malaria and tuberculosis cases at the Serere health centre differed.
Population growth and climate change will be important factors that could affect the geographic distribution of HAT.
This was done by calculating the age distribution of HAT, malaria and tuberculosis cases recorded at the Serere health centre and comparing it qualitatively to the age-productivity function curve [ 2].
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com