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We study the residual bootstrap (RB) method in the context of high-dimensional linear regression.
The benefits of the method in the context of design procedure are demonstrated.
We explore the use of this infrequently reported method in the context of health workforce planning.
We apply the MG/OPT method in the context of direct numerical simulations of a fully developed channel flow problem.
In this paper we present the application of the method in the context of general purpose computation on GPUs.
We consider this numerical method in the context of treating discontinuously thin flame fronts for incompressible flow.
We illustrate our method in the context of Ricart Agrawala's mutual exclusion program and Garg Chase's predicate detection program.
Reservoir operating rules are often derived using either a fitting or a simulation-based optimization method in the context of implicit stochastic optimization.
The theoretical part is followed by applications in fiber bundle models, chains of fiber bundle models and the stochastic finite element method in the context of quasibrittle failure.
In this paper, we introduce the many-body Wigner Monte Carlo method in the context of distinguishable particles and in the absence of spin-dependent effects.
Several examples of numerical calculations are presented, which demonstrate properties of our remapping method in the context of a full ALE algorithm.
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