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This method is one recommended modeling approach to obtain RRs in models where the response is binomial [ 16, 17].
The theory is extended to cover models where the random persistence parameter is endogenously determined.
We shall consider models where the elastic body exhibits small but rapid oscillations.
This result is at variance with textbook models, where the relationship is assumed to be linear.
Most work has been performed considering bi-dimensional models where the numerical methodology has been developed.
"There are significant business models where the criminal benefits are in the hundreds of millions of dollars – you don't do that in your garden shed".
These results are derived in models where the regulators use efficient instruments such as tradable permits or emission taxes.
We propose stringent security models where the adversary can query a fuzzy extractor oracle for chosen perturbations of the secret it holds.
We focus on linear models where the slope parameters are heterogeneous across groups but homogenous within a group and the group membership is unknown.
We consider 1D models where the introduction of a large edge does not necessarily open an essential spectral gap near the Dirac energy.
These metrics serve as dependent variables in multivariate models, where the control variables characterize the charitable environment of the states where the organizations are located.
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