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So far, there are few quantitative methods or models available for the impact assessment of meteorological hazards on regional transport networks.
Amara [2] considered that the informational reproducibility or the probability of a scenario is strongest when different individuals using different methods or models produce this scenario.
Because different methods or models can give different results with the same data set, a multitude of methods should be used simultaneously to assure emissions are reasonable.
However, from the viewpoint of designing wheels, there exist few theoretical methods or models for determining the grouser interval for a wheel.
These principles are always true under appropriate conditions regardless of the methods or models that implement these principles (pp. 44-45): Leareengaged engaged in solving real-world problems.
Conventionally, fatigue crack growth in aircraft structures under flight spectrum loading is often analysed and predicted based on crack growth rates obtained from constant-amplitude crack growth testing with cycle-by-cycle life prediction methods or models.
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As a result, the removal rates may also be overestimated by as much as 14% compared to other truncation methods or modelling.
An extension to this work is ongoing where appropriate imputation methods or model-based procedures can be identified for use when the data is known to have a particular mechanism of missingness.
Hence important differences may be missed with MD; conversely, small ORs are unlikely to yield large MDs because methods based on OR model skewed data well.
In some cases, analytical models are called optimization methods or parametric models, taking advantage of different modeling features, such as probabilistic distribution or timetable optimization.
Was an appropriate statistical method or model used to determine the toxicity?
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