Titlebook: Algorithms and Architectures for Parallel Processing, Part II; 11th International C Yang Xiang,Alfredo Cuzzocrea,Wanlei Zhou Conference pro

晚間

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Ivo ?ani?,Ozren Kebo,Ivan ?olovi?tion of the mathematical notation of physical models. We use the backward-facing step geometry with Large Eddy Simulations (LES) and semi-implicit methods to investigate the scalability and important MPI characteristics of OpenFOAM. We find that the master-slave strategy introduces an unexpected bot

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Der Jungkaufmann im Einzelhandel9 certificates. While such credentials are able to identify user affiliations, such systems typically leave out a crucial aspect in user management and resource allocation: privilege levels. Shibboleth-based authentication mechanisms facilitate the secure communication of such user attributes within

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四海為家的人

Lightweight Transactional Arrays for Read-Dominated Workloadstural representation for their problem domains..Software Transactional Memory (STM) has been proposed as a new concurrency control mechanism that simplifies concurrent programming. Yet, most STM implementations have no special representation for arrays. This results, on many STMs, in inefficient int

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Massively Parallel Identification of Intersection Points for GPGPU Ray Tracing have been enabling the development of parallel general purpose applications on massively parallel graphics architectures (.). For years the graphics processing unit (GPU) is being optimized for increasingly high throughput of massively parallel floating-point computations. However, only the applica

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World-Wide Distributed Multiple Replications in Parallel for Quantitative Sequential Simulationable for scientific studies. Multiple Replications in Parallel (MRIP) is a distributed scenario of sequential quantitative stochastic simulation which offers significant speedup of simulation if it is executed on multiple computers of a local area network. We report results of running MRIP simulatio

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Comparison of Three Parallel Point-Multiplication Algorithms on Conic Curves point-multiplication by utilizing Chinese Remainder Theorem to divide point-multiplication over ring Zn into two different point-multiplications over finite field and to compute them respectively. Time complexity and speedup ratio of this parallel algorithm are computed on the basis of our previous

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