Twelve Ways to Fool the Masses When Giving Parallel-in-Time Results

Author:

Götschel Sebastian,Minion Michael,Ruprecht Daniel,Speck Robert

Publisher

Springer International Publishing

Reference18 articles.

1. Aktosun, T., Demontis, F., Van Der Mee, C.: Exact solutions to the focusing nonlinear Schrödinger equation. Inverse Problems 23(5), 2171 (2007)

2. Ascher, U.M., Ruuth, S.J., Spiteri, R.J.: Implicit-explicit Runge-Kutta methods for time-dependent partial differential equations. Appl. Numer. Math. 25(2), 151–167 (1997)

3. Bailey, D.H.: Twelve ways to fool the masses when giving performance results on parallel computers. Supercomputing Review 4(8) (1991)

4. Chawner, J.: Revisiting “Twelve ways to fool the masses when describing mesh generation performance”. https://blog.pointwise.com/2011/05/23/revisiting-%e2%80%9ctwelve-ways-to-fool-the-masses-when-describing-mesh-generation-performance%e2%80%9d/ (2011). Accessed: 2020-4-28

5. Dongarra, J., et al.: Applied Mathematics Research for Exascale Computing. Tech. Rep. LLNL-TR-651000, Lawrence Livermore National Laboratory (2014). URL http://science.energy.gov/%7E/media/ascr/pdf/research/am/docs/EMWGreport:pdf

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