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Introducing Control in the Gaspard2 Data-Parallel Metamodel: Synchronous Approach

机译:在Gaspard数据并行元模型中引入控制:同步方法

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In this document, we study the introduction of control in the Gaspard2 application UML metamodel by using the synchronous reactive system principles. This allows to take the change of running mode into account in the case of data parallel applications, and to study more general ways of mixing control and data parallel processing. Our study is applied to a particular context using two different models, exclusively dedicated to the process of computation or control. The computation part represents the Gaspard2 application metamodels based on the Array-OL language. This Language is often used to specify the data dependencies and the potential parallelism in intensive signal processing applications manipulating multidimensional data. The control part is represented by an automaton structure based on the Mode-Automata concept which makes it possible to clearly identify the different modes of a task and the switching conditions between modes. For this kind of applications, mixing control and data parallel processing, we propose an UML metamodel allowing to better visualize and control the construction of the system by clarifying, at a height abstraction level, the various relations and the possible interactions of this system. The proposed UML metamodel makes it possible to describe and to model the control automata, the different running modes and the link between control and computation parts. It also allows to clearly separate control and data parts by respecting the concurrency, the parallelism, the determinism and the compositionality of the Gaspard2 models.
机译:在本文中,我们将使用同步反应系统原理研究Gaspard2应用UML元模型中控制的引入。这允许在数据并行应用程序的情况下考虑运行模式的变化,并研究混合控制和数据并行处理的更通用方法。我们的研究使用两个专门用于计算或控制过程的不同模型应用于特定上下文。计算部分表示基于Array-OL语言的Gaspard2应用程序元模型。在处理多维数据的密集信号处理应用程序中,该语言通常用于指定数据依赖性和潜在的并行性。控制部分由基于模式自动机概念的自动机结构表示,可以清楚地识别任务的不同模式以及模式之间的切换条件。对于这种应用,混合控制和数据并行处理,我们提出了一个UML元模型,该模型通过在高度抽象级别上阐明该系统的各种关系和可能的相互作用,可以更好地可视化和控制系统的构造。所提出的UML元模型使描述和建模控制自动机,不同的运行模式以及控制和计算部分之间的链接成为可能。通过考虑Gaspard2模型的并发性,并行性,确定性和组成性,它还允许将控制部分和数据部分清楚地分开。

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