Total number of participants: 32

Total number of guests outside of CBC: 26

Total number of speakers: 19

Total number of talks: 19

The numerical solution of partial differential equations is a fundamental task in science and engineering. Recent research has focused on so-called ‘compatible discretization techniques’, defined as those discretization methods that inherit or mimic fundamental properties of the PDE such as topology, conservation, symmetries, and positivity structures and maximum principles. Although this research has established a firm framework for the analysis of discrete PDE problems, most developers and users of scientific software for the numerical solution of PDEs employ simple and less robust methods. With this workshop we aim to bring together researchers on the theoretical aspects of numerical methods and scientists focusing on simulations and software development, and is a joint workshop between CBC and Centre for Mathematics for Applications.

 Please register for the workshop before May 30, 2009

 You may find a detailed plan for the workshop on the website of CMA.