Dr. Elias Jarlebring | OPTEC - K.U.Leuven CoE Optimization in Engineering

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Dr. Elias Jarlebring (CS)

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Advanced Linear Systems Analysis and Control (WG5)

I am, as of December 15, 2008, a postdoctoral researcher and a member of the department of computer science at K.U. Leuven, Belgium. My current research fields are time-delay systems, nonlinear eigenvalue problems and numerical linear algebra in general. I am working with Wim Michiels and Karl Meerbergen

IT (Articles in internationally reviewed academic journals)

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2012). On Dominant poles and model reduction of second order time-delay systems. Applied Numerical Mathematics, 62 (1), 21-34.

Jarlebring, E., Michiels, W., Meerbergen, K. (2012). The infinite Arnoldi method and an application to time-delay systems with distributed delay. Lecture Notes in Control and Information Sciences, 423.

Jarlebring, E., Michiels, W. (2011). Analyzing the convergence factor of residual inverse iteration. BIT, 51 (4), 937-957.

Jarlebring, E., Vanbiervliet, J., Michiels, W. (2011). Characterizing and computing the H2 norm of time-delay systems by solving the delay Lyapunov equation. IEEE Transactions on Automatic Control, 56 (4), 814-825.

Jarlebring, E., Kvaal, S., Michiels, W. (2011). Computing all pairs (λ,μ) such that λ is a double eigenvalue of A+μB. SIAM Journal on Matrix Analysis and Applications, 32 (3), 902-927.

Michiels, W., Jarlebring, E., Meerbergen, K. (2011). Krylov based model order reduction of time-delay systems. SIAM Journal on Matrix Analysis and Applications, 32 (4), 1399-1421.

Kvaal, S., Jarlebring, E., Michiels, W. (2011). Computing singularities of perturbation series. Physical Review A, Atomic, Molecular and Optical Physics, 83 (3), art.nr. 032505.

Vanbiervliet, J., Michiels, W., Jarlebring, E. (2011). Using spectral discretization for the optimal H2 design of time-delay systems. International Journal of Control, 84 (2), 228-241.

Jarlebring, E., Michiels, W. (2010). Invariance properties in the root sensitivity of time-delay systems with double imaginary roots. Automatica, 46 (6), 1112-1115.

Jarlebring, E. (2010). Convergence factors of Newton methods for nonlinear eigenvalue problems. Linear Algebra and Its Applications, 51 (4), 937-957.

Jarlebring, E., Meerbergen, K., Michiels, W. (2010). A Krylov method for the delay eigenvalue problem. SIAM Journal on Scientific Computing, 32 (6), 3278-3300.

Jarlebring, E., Hochstenbach, M. (2009). Polynomial two-parameter eigenvalue problems and matrix pencil methods for stability of delay-differential equations. Linear algebra and its applications, 43 (3-4), 369-380.

IBe (Academic books, internationally recognised scientific publisher; as editor)

(2010). Recent Advances in Optimization and its Applications in Engineering. (Diehl, M., Ed., Glineur, F., Ed., Jarlebring, E., Ed., Michiels, W., Ed.). Springer.

ABe (Other academic books; as editor)

(2009). Book of Abstracts of the 14th Belgian-French-German Conference on Optimization. (De Schutter, J., Ed., Diehl, M., Ed., Glineur, F., Ed., Jarlebring, E., Ed., Louveaux, Q., Ed., Michiels, W., Ed., Smets, I., Ed., Suykens, J., Ed., Swevers, J., Ed., Vandewalle, J., Ed., Van Impe, J., Ed., Verschuure, M., Ed.). Leuven: Print-service.

IC (Papers at international scientific conferences and symposia, published in full in proceedings)

Michiels, W., Jarlebring, E., Meerbergen, K. (2011). A projection approach for model reduction of large-scale time-delay systems. Proceedings of the 50th IEEE Conference on Decision and Control and European Control Conference. IEEE Conference on Decision and Control and European Control Conference. Orlando, USA, 12-15 December 2011 (pp. 1-8).

Jarlebring, E., Meerbergen, K., Michiels, W. (2010). An Arnoldi method with structured starting vectors for the delay eigenvalue problem. . 9th IFAC Workshop on Time Delay Systems. Prague, 7-9 June 2010.

Oliver, R., Jarlebring, E. (2010). An iterative method for the multipliers of periodic delay-differential equations and the analysis of a PDE milling model. 9th IFAC Workshop on Time Delay Systems. 9th IFAC Workshop on Time Delay Systems. Prague, 7-9 June, 2010 (pp. 1-6).

Jarlebring, E., Vanbiervliet, J., Michiels, W. (2010). Explicit expressions for the H2-norm of time-delay systems based on the delay Lyapunov equation. Proceedings of the 49th IEEE Conference on Decision and Control. IEEE Conference on Decision and Control. Atlanta, USA, Dec. 15-17 2010 (pp. 1-6) IEEE.

Jarlebring, E., Michiels, W. (2009). Invariance properties in the root sensitivity of time-delay systems with double imaginary roots. Proceedings of the 8th IFAC Workshop on Time-Delay Systems. 8th IFAC Workshop on Time-Delay Systems. Sinaia, Romania, 1-3 September (pp. 1-6).

IMa (Meeting abstracts, presented at international scientific conferences and symposia, published or not published in proceedings or journals)

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2010). On dominant poles and model reduction of second order time-delay systems. Model Reduction for Complex Dynamical Systems. Berlin, Germany, 2-4 December 2010.

Meerbergen, K., Jarlebring, E., Michiels, W. (2010). An Arnoldi method for the delay eigenvalue problem. 2nd IMA Conference on Numerical Linear Algebra and Optimisation. Birmingham, 13-15 September 2010.

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2010). Model reduction via dominant poles of second order time-delay systems. ECMI. Wuppertal, Germany, 26-30 July 2010.

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2010). On dominant poles and model reduction of time-delay systems. ICCAM. Leuven, Belgium, 05-09 July 2010.

Jarlebring, E., Meerbergen, K., Michiels, W. (2010). Infinite Chebyshev Arnoldi for nonlinear eigenvalue problems. 8th International Workshop on Accurate Solution of Eigenvalue Problems. Berlin, June 28 - July 1, 2010.

Jarlebring, E., Meerbergen, K., Michiels, W. (2010). Infinite Chebyshev Arnoldi for nonlinear eigenvalue problems. BIT 50 trends in numerical computing. Lund, Sweden, June 17-20, 2010.

Jarlebring, E., Vanbiervliet, J., Michiels, W. (2009). A direct method for the H_2 norm of time-delay systems. Third workshop on matrix equations. Braunschweig, Germany, 9 October 2009.

Saadvandi, M., Jarlebring, E., Meerbergen, K. (2009). On dominant poles and model reduction of time-delay systems. Thirty-fourth Conference of the Dutch-Flemish Numerical Analysis Communities. Zeist, The Netherlands, 7-9 October 2009.

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2009). On dominant poles and model reduction of time-delay systems. MoRePaS09. Munster, Germany, 16-18 September 2009.

Jarlebring, E., Michiels, W. (2009). Invariance properties in the root sensitivity of time-delay systems with double imaginary roots. The 14th Belgian-French-German Conference on Optimization. Leuven, Belgium, 14-18 September 2009.

Jarlebring, E., Kvaal, S., Michiels, W. (2009). Computing all pairs (λ,μ) such that λ is a double eigenvalue of A+μB. GAMM Workshop Applied and Numerical Linear Algebra. ETH Zürich, Switzerland, 10-11 September 2009.

AMa (Meeting abstracts, presented at other scientific conferences and symposia, published or not published in proceedings or journals)

Jarlebring, E., Michiels, W., Vanbiervliet, J. (2009). Nonlinear eigenproblems and delay systems. Book of abstracts DYSCO Study Day. Study Day Dynamical Systems, Control and Optimization. Leuven, Belgium, 27 November 2009, 10-10.

IR (Internal report)

Jarlebring, E., Damm, T., Michiels, W. (2011). Model reduction of time-delay systems using position balancing and delay Lyapunov equations. TW Reports, TW602, 18 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Saadvandi, M., Meerbergen, K., Jarlebring, E. (2011). On dominant poles and model reduction of second order time-delay systems. TW Reports, TW584, 18 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Jarlebring, E., Michiels, W., Meerbergen, K. (2010). A linear eigenvalue algorithm for the nonlinear eigenvalue problem. TW Reports, TW580, 25 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Jarlebring, E., Michiels, W. (2010). Analyzing the convergence factor of residual inverse iteration. TW Reports, TW570, 19 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Vanbiervliet, J., Michiels, W., Jarlebring, E. (2010). Using spectral discretization for the optimal H₂ design of time-delay systems. TW Reports, TW567, 24 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Michiels, W., Jarlebring, E., Meerbergen, K. (2010). Krylov based model order reduction of time-delay systems. TW Reports, TW568, 22 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Jarlebring, E., Meerbergen, K., Michiels, W. (2010). An Arnoldi like method for the delay eigenvalue problem. TW Reports, TW558, 20 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Jarlebring, E., Kvaal, S., Michiels, W. (2010). Computing all pairs (λ,μ) such that λ is a double eigenvalue of A + μ B. TW Reports, TW559, 21 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

Jarlebring, E., Vanbiervliet, J., Michiels, W. (2009). Characterizing and computing the ℋ₂ norm of time-delay systems by solving the delay Lyapunov equation. TW Reports, TW553, 25 pp. Leuven, Belgium: Department of Computer Science, K.U.Leuven.

This list is generated from Lirias and contains data from Lirias as it is entered and validated by the researcher.

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.