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This is quite contrasted with the case of Dirichlet problems, where there is only one type of limiting profile for any p∈(1,2⁎−1) and a smooth domain Ω.
Our assumption that clinicians rather than nurses, pharmacists and counselors, will be the main limiting factor for ART scale-up may be either overly optimistic or overly pessimistic given the lack of existing evidence of clinician-time requirements for ART patients, but it does not restrict the use of the model since it can be applied to any type of limiting staff category.
Knowing which type of limiting distribution characterizes beneficial mutations can be, in turn, used for predictions about the dynamics of adaptation.
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Recent work on molecular simulations of the mechanisms of lithium ion conductance has pointed towards two types of limiting process.
Depending subtly on the (N−1)−dimensional measure |∂Ω∩∂B 0,1)|N−1 and the nonlinear growth rate p, there are many different types of limiting profiles.
with − 20.3 ≤ t ≤ 0. All four types of limiting behavior, as determined by the preceding bifurcation analysis, are observed.
For each type of limit cycle, its underlying mechanism is revealed by circuit analysis.
This type of limit-state function is not available for complex problems.
Until quite recently, this type of limit to our understanding of the cosmos would have been regarded as the pedantry of awkward philosophers.
Significant changes include the deprecation of one type of limited-scope unicast addresses and updates to address format of multicast addresses.
Using the SVM the reliability problem is treated as a classification approach and extensive numerical experimentation has shown that each type of limit state can be adequately represented; however it could require a high number of sampling points.
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