Rationale

Spectral method, as the most accurate numerical method for smooth problems, has been playing an important role in both solid and fluid mechanics applications. In recent years, the role of spectral method has increased, both as a stand-alone solver for problems in regular geometry, and as a building block for spectral element methods which can handle complicated geometry. In this mini-symposium, we invite experts in algorithm development, analysis and implementation of spectral methods. The aim of the mini-symposium is to exchange ideas and to promote recent advances in spectral methods to a wide audience.

Program