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BMIsolver - A MATLAB code for solving optimization problems with BMI constraints

BMIsolver is a MATLAB code for solving optimization problems with BMI (bilinear matrix inequality) constraints arising in feedback controller design (spectral abscissa, H2, H-infinity and mixed H2/Hinf optimization problems). It is implemented based on a method proposed in [1] which is  a joint work with S. Gummusoy and W. Michiels. The code is developed by Tran Dinh Quoc at Department of Electrical Engineering (ESAT/SCD) and Optimization in Engineering Center (OPTEC), KU Leuven, Belgium (under the supervision of Prof. M. Diehl). The current version requires YALMIP as a modeling language. We recommend SEDUMI as an SDP solver.

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 References

  1. Quoc, T.D., Gumussoy, S., Michiels, W. and Diehl, M.: Combining Convex-Concave Decompositions and Linearization Approaches for solving BMIs, with Application to Static Output Feedback (Tech. Report, July, 2011) [pdf]

 

Newsflash

Two OPTEC professors have been awarded three "Gouden Krijtjes", the yearly teaching awards given by the organization of engineering students (vtk). Prof. Lombaert was awarded the prize for the best course in civil engineering, and Prof. Diehl the prizes for the best professor and the best course in mathematical engineering (where he teaches numerical optimization). They received these awards at the yearly "proffentap" where experienced students taught them how to draft beer professionally. 

Optec Agenda

Thu 31.05.2012
BOKU 3.12
Wed 04.07.2012
Auditorium of the Arenberg Castle
Thu 08 - Fri 09.11.2012
Belgian coast

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