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The common choice of all four papers cited above is to parameterise this process according to the peaks over threshold (POT) model for extremes, based on asymptotic theory (Pickands 1971).
Previous work has led to the development of tests based on asymptotic theory, either for large numbers of samples or groups; however, most experiments comprise only small or moderate numbers of experimental units in each individual group or sample.
To account for the full range of length scales involved in the physical problem under realistic conditions, without having to resolve the flow down to the smallest continuum scale, a dynamic contact angle model based on asymptotic theory is used in conjunction with the computational method.
The power and sample size calculations presented here are based on asymptotic theory; that is, our results should hold when sample sizes are sufficiently large.
However, when original expression data are not available, the permutation-based p-value for the overall gene set effect cannot be obtained, and we must rely on p-values based on asymptotic theory.
These rules are based on asymptotic theory [ 4].
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A numerical method based on asymptotic homogenization theory is presented for the design of lattice materials against fatigue failure.
Based on asymptotic cone theory, we present the equivalent characterizations on the nonemptiness and boundedness of the solution set for strong vector set-valued equilibrium problems.
In this paper, a two-step scale-up procedure based on asymptotic homogenization theory is proposed for hierarchical structures consisting of multigrains and multidomains in piezoelectric materials.
In this section, we present the equivalent characterizations of the solution set for strong vector set-valued equilibrium problems to be nonempty and bounded based on asymptotic cone theory.
All methods share a bias problem which makes the confidence intervals based on asymptotic normal theory not fully accurate.
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