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A framework for high level synthesis of digital architectures from u-recursive algorithms

机译:从u递归算法进行数字架构高级综合的框架

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The major drawback of reported high level synthesis techniques is their limited applicability to a specific class of algorithms without extendibility to general algorithms and the lack of a formal approach to prove the correctness of the such techniques. In this paper, we introduce a novel approach for high level synthesis from μ-recursive algorithms. Two features are provided by the approach: completeness and correctness. Completeness means the ability to use the approach for any general algorithm. Correctness is achieved by using a set of transformations that are proved to be correct. A formal framework for the synthesis procedure has been developed which can be easily automated. A given algorithm will be represented in a new developed language termed Algorithm Specification Language (ASL). ASL has the ability to describe any general algorithm. An automatic procedure is used to transform an ASL representation into a specific realization specification using a correctness preserving set of transformations. The realization format is based on representing the digital architectures by a Realization Specification Language(RSL).

机译:报道的高级综合技术的主要缺点是它们对特定类算法的适用性有限,而又不能扩展到通用算法,并且缺乏正式的方法来证明此类技术的正确性。在本文中,我们介绍了一种从μ递归算法进行高级综合的新颖方法。该方法提供了两个功能:完整性正确性。完整性是指将该方法用于任何通用算法的能力。通过使用一组证明正确的转换来实现正确性。已经开发出用于合成过程的正式框架,该框架可以很容易地自动化。给定的算法将以一种称为算法规范语言(ASL)的新开发语言来表示。 ASL可以描述任何通用算法。使用自动过程使用一组正确性保留的转换将ASL表示转换为特定的实现规范。实现格式基于通过实现规范语言(RSL)表示数字体系结构。

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