Wednesday, May 7, 2014 to Friday, May 9, 2014
Edinburgh, UK

The interplay between the development of numerical algorithms for problems with multiple scales and their implementation in a high performance computing (HPC) environment is the focus of this workshop.

Recent developments in numerical algorithms for partial differential equations with multiple spatial or temporal scales will be discussed, including numerical homogenization methods, domain decomposition methods, multilevel Monte Carlo methods, time stepping algorithms for multiscale flow problems. Challenges in the implementation of novel algorithms in an HPC environment will be addressed.

For more information see the workshop website.