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Auto-tuning for floating-point precision with Discrete Stochastic Arithmetic, , , , и . HAL Id:, hal-01331917. HAL archives-ouvertes.fr, (июня 2016)Efficient Calculations of Faithfully Rounded l2-Norms of n-Vectors., , , , и . ACM Trans. Math. Softw., 41 (4): 24:1-24:20 (2015)Numerical reproducibility for the parallel reduction on multi- and many-core architectures., , , и . Parallel Comput., (2015)Comparison of Reproducible Parallel Preconditioned BiCGSTAB Algorithm Based on ExBLAS and ReproBLAS., , , , и . HPC Asia, стр. 46-54. ACM, (2023)A new algorithm for computing certified numerical approximations of the roots of a zero-dimensional system., и . ISSAC, стр. 167-174. ACM, (2009)A parallel compensated Horner scheme for SIMD architecture., , , и . ARITH, стр. 131-138. IEEE, (2023)Accurate, validated and fast evaluation of elementary symmetric functions and its application., , , и . Appl. Math. Comput., (2016)Rounding Errors., , и . Wiley Encyclopedia of Computer Science and Engineering, John Wiley & Sons, Inc., (2008)Can We Avoid Rounding-Error Estimation in HPC Codes and Still Get Trustworthy Results?, , , , и . VSTTE, том 12549 из Lecture Notes in Computer Science, стр. 163-177. Springer, (2020)Neural Network Precision Tuning Using Stochastic Arithmetic., , , , и . NSV/FoMLAS@CAV, том 13466 из Lecture Notes in Computer Science, стр. 164-186. Springer, (2022)