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On the Impact of Numerical Accuracy Optimization on General Performances of Programs

机译:论数值准确性优化对节目一般性能的影响

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The floating-point numbers used in computer programs are a finite approximation of real numbers. In practice, this approximation may introduce round-off errors and this can lead to catastrophic results. In previous work, we have proposed intraprocedural and interprocedural program transformations for numerical accuracy optimization. All these transformations have been implemented in our tool, Salsa. The experimental results applied on various programs either coming from embedded systems or numerical methods, show the efficiency of the transformation in terms of numerical accuracy improvement but also in terms of other criteria such as execution time and code size. This article studies the impact of program transformations for numerical accuracy specially in embedded systems on other efficiency parameters such as execution time, code size and accuracy of the other variables (these which are not chosen for optimization).
机译:计算机程序中使用的浮点数是实数的有限近似。在实践中,这种近似可能引入循环误差,这可能导致灾难性的结果。在以前的工作中,我们提出了用于数值准确性优化的内部化和移植性计划转换。所有这些转变都在我们的工具中实施了萨尔萨。应用于来自嵌入式系统或数值方法的各种程序的实验结果,表明了在数值准确性改进方面的转换效率,而且还就执行时间和代码大小等其他标准而言。本文研究了计划转换对数值准确性的影响,特别是在其他效率参数上专门的数值准确性,例如执行时间,代码大小和其他变量的准确性(这些不选择优化)。

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