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Book ChapterDOI

Quasi-opportunistic Supercomputing in Grid Environments

TLDR
This paper describes a novel quasi-opportunistic supercomputing system that enables execution of demanding parallel applications in grids through identification and implementation of the set of key technologies required to realize the vision of grids as (virtual) supercomputers.
Abstract
The ultimate vision of grid computing are virtual supercomputers of unprecedented power, through utilization of geographically dispersed distributively owned resources. Despite the overwhelming success of grids there still exist many demanding applications considered the exclusive prerogative of real supercomputers (i.e. tightly coupled parallel applications like complex systems simulations). These rely on a static execution environment with predictable performance, provided through efficient co-allocation of a large number of reliable interconnected resources. In this paper, we describe a novel quasi-opportunistic supercomputersystem that enables execution of demanding parallel applications in grids through identification and implementation of the set of key technologies required to realize the vision of grids as (virtual) supercomputers. These technologies include an incentive-based framework basic on ideas from economics; a co-allocation subsystem that is enhanced by communication topology-aware allocation mechanisms; a fault tolerant message passing library that hides the failures of the underlying resources; and data pre-staging orchestration.

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Citations
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Journal ArticleDOI

QCG-OMPI: MPI applications on grids

TL;DR: This paper presents an MPI programming, communication and execution middleware called QCG-OMPI, and presents how applications can make use of the capabilities of QCG, by presenting two typical, parallel applications: a geophysics application combining collective operations and a master-worker scheme, and a linear algebra application.
Journal ArticleDOI

Resource allocation decision model for dependable and cost-effective grid applications based on Grid Bank

TL;DR: This paper presents two bi-objective soft-computing techniques, PC-GA (genetic algorithm) and PC-PSO (particle swarm optimization), where the Pareto-set cluster (PC) contains elite-selected and reborn mechanisms to generate new non-dominant solutions and strengthen the optimization effectiveness of the Paredto frontier.
Dissertation

Computational approaches to the modelling of topological and dynamical aspects of biochemical networks

TL;DR: This work used graphs and di erential equations to model cellular interactions qualitatively and quantitatively and applied sta- tistical analysis tools to such biological networks in order to characterise the degree distribution.
Dissertation

Environnements d'exécution pour applications parallèles communiquant par passage de messages pour les systèmes à grande échelle et les grilles de calcul

TL;DR: La troisieme and the quatrieme partie concernent un type particulier de systemes a grande echelle avec les grilles de calcul and un role supplementaire rempli par l'environnement d'execution dans des systemes constitue d'un grand nombre de composants avec le support of the tolerance aux defaillances.
References
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Journal ArticleDOI

The Anatomy of the Grid: Enabling Scalable Virtual Organizations

TL;DR: The authors present an extensible and open Grid architecture, in which protocols, services, application programming interfaces, and software development kits are categorized according to their roles in enabling resource sharing.
Posted Content

The Anatomy of the Grid - Enabling Scalable Virtual Organizations

TL;DR: This article reviews the "Grid problem," and presents an extensible and open Grid architecture, in which protocols, services, application programming interfaces, and software development kits are categorized according to their roles in enabling resource sharing.
Book

The Art of Molecular Dynamics Simulation

TL;DR: This book describes the extremely powerful technique of molecular dynamics simulation, which involves solving the classical many-body problem in contexts relevant to the study of matter at the atomic level.
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