Uncertainty Quantification of Reduced-Precision Time Series in Turbulent Channel Flow

Author:

Karp Martin1ORCID,Liu Felix2ORCID,Stanly Ronith1ORCID,Rezaeiravesh Saleh3ORCID,Jansson Niclas1ORCID,Schlatter Philipp4ORCID,Markidis Stefano1ORCID

Affiliation:

1. KTH Royal Institute of Technology, Sweden

2. KTH Royal Institute of Technology, Sweden and Raysearch Laboratories, Sweden

3. University of Manchester, United Kingdom

4. Friedrich-Alexander-Universität (FAU) Erlangen-Nürnberg, Germany and KTH Royal Institute of Technology, Sweden

Funder

Swedish e-Science Research Centre

Publisher

ACM

Reference15 articles.

1. A survey of numerical linear algebra methods utilizing mixed-precision arithmetic

2. M. Croci M. Fasi N. J. Higham T. Mary and M. Mikaitis. 2022. Stochastic rounding: implementation error analysis and applications. R. Soc. Open Sci. 9 3 (2022). M. Croci M. Fasi N. J. Higham T. Mary and M. Mikaitis. 2022. Stochastic rounding: implementation error analysis and applications. R. Soc. Open Sci. 9 3 (2022).

3. CPFloat: A C Library for Simulating Low-precision Arithmetic

4. N. Jansson , M. Karp , A. Podobas , S. Markidis , and P. Schlatter . 2021 . Neko: A modern, portable, and scalable framework for high-fidelity computational fluid dynamics. arXiv preprint 2107.01243 (2021). N. Jansson, M. Karp, A. Podobas, S. Markidis, and P. Schlatter. 2021. Neko: A modern, portable, and scalable framework for high-fidelity computational fluid dynamics. arXiv preprint 2107.01243 (2021).

5. IEEE standard 754 for binary floating-point arithmetic;Kahan W.;Lecture Notes on the Status of IEEE,1996

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