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Japan's systems provide an effective model for elimination of rabies worldwide.
These effective preventive measures enforced under the regulatory systems serve as a model for elimination of the disease worldwide.
The latest regulatory systems for preventing and controlling rabies provide an effective model for elimination of the disease worldwide.
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The multivariate logistic regression analysis used a backward selection process to eliminate nonsignificant variables from the model (criteria for elimination from the model set at p > 0.05).
Phosphate ions are used here as species model for the elimination of other similar pollutants (arsenates, antimonates).
Therefore we choose model (3) as the initial model for backward elimination, from which we deleted the non-significant two-factor terms, one at a time.
Only variables with at least one event among individuals endorsing suicidal ideation and a bivariate p <; 0.20 were entered into the logistic model for backward elimination.
We believe that Japan's approach to preventing and controlling rabies is an effective model for the elimination of rabies throughout the world.
Second, as shown below, the system with unlimited cell growth is the simplest mathematical model that possesses the property of having the elliptic sector (in biological terms, the simplest model that allows for elimination of both cell populations), and can serve as a building block to formulate and analyze more complex mathematical models.
The FSC technique, together with a second-order linear regression model to allow for elimination of less effective drugs, resulted in the identification of the optimal low-dose combination containing erlotinib (EGFR inhibitor [ 28]), RAPTA-C (histone inactivator [ 29]) and BEZ-235 (a dual PI3K/mTOR inhibitor [ 30]).
The QSAR models for overall elimination and clearance can be considered to be in an early stage of development.
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