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Critical assumptions made in the modeling, which requires further investigation and thus concerns the updating of the vulnerability model, are discussed and identified.
The analytical approach is based on the displacement functions method, while numerical modeling, which requires high accuracy in the representation of the point loading, uses Galerkin type finite element method.
Thus, we use multivariate linear path modeling, which requires only partial ordering; i.e., an ordering of sets of variables.
One issue arises from the increased complexity of PK/PD modeling, which requires robust estimation methods, although the ensuing run times must also be considered.
Our models provide starting templates to model any member of these families using comparative modeling, which requires relatively little computer time.
Typically, stepwise selection procedures are used for covariate modeling, which requires iterative refitting, and higher-order interactions are onerous to detect even in small data sets.
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The numerical simulations and ensuing bridging zone evolution analysis demonstrates the versatility of VMCM in objectively simulating progressive crack propagation, compared against conventional numerical schemes like traditional cohesive zone modeling, which require a priori knowledge of the crack path.
However, we recognize that the current process of developing computational models, which requires extensive modeling expertise and intensive collaboration between biologists and computational experts, cannot sufficiently scale to meet the needs we have identified.
It promises low trading fees and broader access to the market, partly by eschewing the Chicago incumbents' membership model, which requires traders to buy "seats" on an exchange.
Cable channels like ESPN and CNN are implementing a similar model, which requires an individual to authenticate that they are a cable or satellite customer before streaming a show or a channel.
We favor instead an inhomogeneous jet model which requires a Doppler boosting factor of 15.
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