This paper is concerned with fully discrete mixed finite element approximations of the time-dependent stochastic Stokes equations multiplicative noise. A prototypical method, which comprises Euler–Maruyama scheme for time discretization and Taylor-Hood spatial studied in detail. Strong convergence rates established not only velocity approximation but also pressure (in a time-averaged fashion). ...

Abstract The lightweight design of the hood is crucial for structural optimization an entire vehicle. However, traditional high-fidelity-based methods are time-consuming due to complex structures hood, and results heavily rely on engineering experiences. To this end, improved Adaptive Marine Predator Algorithm (AMPA) proposed solve problem. Compared original (MPA), AMPA adapts problems through ...

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A small number of variants of a widely disseminated folktale is surveyed, and then analyzed in an attempt to determine how such variants can emerge while staying within the conventions of the genre. The study follows the classification of types and motifs contained in the Index of Antti Aarne and Stith Thompson. The paper's main contribution is the characterization of four kinds of type interac...

This paper reports the work on building the ground-truth databases for the vehicles in the vertical-view Ft. Hood (VVFH) image data set. We briefly describe the protocols followed in manual annotation of the images, how the ground-truth information is inferred from the annotated image data, and the major entities in the ground-truth database. The vehicle detection performance of a few algorithm...

The Hood user-level threads library delivers efficient performance under multiprogramming without any need for kernel-level resource management, such as coscheduling or process control. It does so by scheduling threads with a non-blocking implementation of the work-stealing algorithm. With this implementation, the execution time of a program running with arbitrarily many processes on arbitraril...

by elements of Taylor-Hood type. More specifically, for k = 2, 3, the velocity vector u is approximated in the space V k0,h = V k h ∩ H10(Ω), where V kh is the space of continuous piecewise polynomial vectors of degree ≤ k and the pressure p is approximated in the space Qk−1 h consisting of continuous piecewise polynomials of degree ≤ k−1. The stability of these pairs depends on verification of...

In this paper we show how tools based on extensions of Price’s equation allow us to look inside production-level EAs to see how selection, representation, and reproductive operators interact with each other, and how these interactions affect EA performance. With such tools it is possible to understand at a deeper level how existing EAs work as well as provide support for making better design de...