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Reproducibility and variable precision computing

机译:再现性和可变精度计算

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Recently some scientific computing users have discovered that they can replace 64-bit with 32-bit operations for carefully selected portions of the computation, and still retain acceptable accuracy in the final results. In addition, developers of some emerging applications such as machine learning have discovered that they can achieve acceptable results with only 16-bit precision in certain portions of the code. At the other end of the precision spectrum, some users have explored using 128-bit arithmetic in some particularly demanding applications, while others have done computations using much higher precision—hundreds or even thousands of digits. Such work has underscored the need to develop new mathematical and software frameworks to support a dynamically variable level of precision, and, more generally, to rethink what “reproducibility” means in a variable precision environment. This article summarizes some of the work being done in this arena, and lists research problems that need to be solved.
机译:最近,一些科学计算用户发现,他们可以替换64位的32位操作,以便仔细选择计算部分,并且仍然在最终结果中保持可接受的准确性。此外,诸如机器学习的一些新兴应用程序的开发人员已经发现,它们可以在代码的某些部分中仅以16位精度达到可接受的结果。在精密频谱的另一端,有些用户在一些特别苛刻的应用程序中使用了128位算法探索,而其他用户则使用更高的精度甚至数千个数字进行计算。这些工作强调了开发新的数学和软件框架的需要,以支持动态变量的精度水平,并且更一般地重新考虑可变精度环境中的“再现性”。本文总结了在此竞技场中所做的一些工作,并列出了需要解决的研究问题。

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