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Topic 12: Theory and Algorithms for Parallel Computation

机译:主题12:并行计算的理论和算法

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摘要

Parallelism permeates all levels of current computing systems, from single CPU machines, to large server farms, to geographically dispersed "volunteers" who collaborate over the Internet. The effective use of parallelism depends crucially on the availability of faithful, yet tractable, models of computation for algorithm design and analysis, and on efficient strategies for solving key computational problems on prominent classes of computing platforms. No less important are good models of the way the different components/subsystems of a platform are interconnected. With the development of new genres of computing platforms, such as multicore parallel machines, desktop grids, clouds, and hybrid GPU/CPU-based systems, new models and paradigms are needed that will allow parallel programming to advance into mainstream computing. Topic 12 focuses on contributions providing new results on foundational issues regarding parallelism in computing, and/or proposing improved approaches to the solution of specific algorithmic problems. This year, papers submitted to Topic 12 covered a considerable amount of subjects indicated in the call for papers, among the others, communication complexity issues on various computational models, parallel algorithms and data structures for combinatorial optimization problems, and finally parallelization of loop and finite automata computations. Submissions indicated a significant interest of the parallel computing community towards developing new sound and solid methods for parallel problem solving as well as towards investigating the limitations of parallelism.
机译:并行性渗透到各个级别的当前计算系统,从单个CPU机器到大型服务器场,以在地理上分散在互联网上合作的“志愿者”。有效使用并行性依赖于忠实的算法设计和分析的忠实,但易旧的计算的可用性,以及在突出类计算平台上解决关键计算问题的有效策略。不太重要的是良好的模型,平台的不同组件/子系统互连的方式。随着新型计算平台的新类型,例如多核并并行机器,桌面网格,云和混合GPU / CPU的系统,需要新的模型和范例,这将允许并行编程前进到主流计算中。主题12侧重于提供关于计算中的并行性的新结果的贡献,和/或提出对特定算法问题的解决方案的改进方法。今年,提交给主题12的文件涵盖了关于报纸的呼吁,其中包括各种计算模型,并行算法和组合优化问题的数据结构的通信复杂性问题,以及最后的循环和有限化的并行化自动机计算。提交表明并行计算界的重大兴趣开发新的声音和固体方法,以便对并行问题的解决方案以及调查平行性的局限性。

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