Matrix Computations with Applications

The group Numerical Linear Algebra studies algorithms for complex numerical problems, usually involving computations on very large matrices.

The results of this research are important for applications in engineering and natural science that require computation-intensive numerical problems to be solved. Along with the theoretical work and the exploration of applications in, e.g., systems and control theory, the group also contributes to the further development of standard software libraries, such as LAPACK, ScaLAPACK, and the SLICOT library within the NICONET project.


Matrix Pencil Computations in Computer-Aided Control System Design: Theory,
Algorithms and Software Tools

Software Tools



Page Editor: Frank Drewes

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Bo Kågström
Department of Computing Science, Umeå universitet
901 87 Umeå 

Visiting Address
Plan 4, MIT-huset, D453

Tel:  +46 90 7865419

Mobile:  +46 73 6205419

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