Technical reports and preprints

[R1]
C. I. Byrnes, P. Enqvist and A. Lindquist , Identifiability and well-posedness of shaping-filter parameterizations: A global analysis approach, Submitted for publication.
[R2]
A. Chiuso and G. Picci, On the ill-conditioning of certain subspace identification methods, Preprint, to be submitted.
[R3]
A. Chiuso and G. Picci, Geometric stochastic realization with inputs, Preprint, to be submitted.
[R4]
Anders Dahlén and Wolfgang Scherrer , The relation of CCA subspace method to a balanced reduction of an autoregressive model, To be submitted for publication.
[R5]
M. Egerstedt and X. Hu, A hybrid control approach to action coordination for mobile robots, submitted to Automatica.
[R6]
M. Egerstedt, X. Hu and A. Stotsky, Control of mobile platforms using a virtual vehicle approach, submitted to IEEE Trans. Aut. Control.
[R7]
S. Feltenmark, R. Halldin, J. Holst, and J. Rappe , A model for seasonal planning in a hydro-thermal power system, Report TRITA/MAT-00-OS9, Department of Mathematics, KTH, 2000.
[R8]
A. Forsgren and G. Sporre , On weighted linear least-squares problems related to interior methods for convex quadratic programming, Report TRITA-MAT-2000-OS11, Department of Mathematics, KTH, 2000.
[R9]
K. H. Johansson, M. Egerstedt, J. Lygeros, and S. Sastry , On the regularization of Zeno hybrid automata, Technical Report, UCB/ERL M99/23, Department of Electrical Engineering and Computer Science, UC Berkeley, CA, Jan. 1999.
[R10]
U. Jönsson, C. Kao and A. Megretski , Robustness analysis of periodic trajectories, Report TRITA-MAT-99-OS5, Department of Mathematics, KTH, 1999, Submitted for publication.
[R11]
U. Jönsson and C. Martin, Approximation with the output of linear control systems, Report TRITA-MAT-00-OS10, Department of Mathematics, KTH, 2000, Submitted for publication.
[R12]
A. Megretski, C. Kao, U. Jönsson and A. Rantzer , A guide to IQC-beta: Software for robustness analysis, http://www.mit.edu/people/cykao/home.html.
[R13]
R. Nagamune and A. Lindquist , Sensitivity shaping in feedback control and analytic interpolation theory, Report TRITA-MAT-2000-OS17, Dept of Mathematics, KTH, 2000.
[R14]
M. Stolpe and K. Svanberg , An alternative interpolation scheme for minimum compliance topology optimization, Report TRITA-MAT-2000-OS13, Dept of Mathematics, KTH, 2000, Submitted for publication.
[R15]
K. Svanberg , A new globally convergent version of the method of moving asymptotes, Report TRITA-MAT-1999-OS2, Dept of Mathematics, KTH, 1999.
[R16]
K. Svanberg , A class of globally convergent optimization methods based on conservative convex approximations, Report TRITA-MAT-1999-OS7, Dept of Mathematics, KTH, 1999, Submitted to SIAM Journal on Optimization.

Research 1999/2000
Other publications
Last update: February 21, 2001 by Anders Forsgren, anders.forsgren@math.kth.se.