This dissertation addresses the development and use of novel software tools and
environments for the computation and visualization of canonical information as well as …

Using a unifying terminology and notation an introduction to the theory of stratification for
orbits and bundles of matrices, matrix pencils and system pencils with applications in …

This Thesis contains contributions in two different but closely related subfields of Scientific
and Parallel Computing which arise in the context of various eigenvalue problems: periodic …

Degenerate canonical structures are common in many applications. Software tools to
determine canonical information are therefore important for understanding the behavior of …

The susceptibility to mould growth varies between materials. The differences between
materials can be explained by differences in the concentration of organic compounds, which …

Abstract This Licentiate Thesis contains contributions in two different subfields of Computing
Science: parallel ScaLAPACK-style algorithms for Sylvester-type matrix equations and …