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Phone:
+44 (0)1223 3 32770 |
New: PhD positions available in systems biology!
My research interests are in
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Systems
Biology: modelling, analysis, and
control of biological systems like circadian rhythms and gene regulatory
networks. |
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Hybrid Systems: analysis and control of hybrid and nonlinear systems using piecewise linear systems. |
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Complex
Systems: feedback limitations in complex networks. |
| Current postdocs: | Current PhD students: |
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You can also find slides of some presentations.
My (not updated) curriculum vitae: PS , PDF
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Tau-Mu Yi, B. Ingalls, Jorge Goncalves, H. M.
Sauro, and John Doyle. A Conservation of Fragility Law and Consequences for Biological Systems. In preparation. |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh. Global Analysis of Piecewise Linear Systems Using Impact Maps and Quadratic Surface Lyapunov Functions. IEEE Transactions on Automatic Control, 48(12): 2089-2106, December 2003. PS , PDF. For Matlab code to support this paper see software. |
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Jorge Goncalves. L2 Gain
of Double Integrators with Saturation Nonlinearity. IEEE Transactions on Automatic Control, 47(12): 2063-2068, December 2002. PS , PDF. For Matlab code to support this paper see software. |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh. Global Stability of Relay Feedback
Systems. IEEE Transactions on Automatic Control, 46(4): 550-562, April 2001. PS , PDF. For Matlab code to support this paper see software. |
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Jorge Goncalves and Munther Dahleh. Necessary conditions for robust stability of
a class of nonlinear systems. Automatica, 34, June 1998. PS , PDF |
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Constructive Global
Analysis of Hybrid Systems, Ph.D. Thesis, Massachusetts Institute of Technology, September 2000. Abstract -- Entire Thesis: PS (1.7Mb) , PDF (925Kb) |
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Robust Stability of a
Class of Nonlinear Systems, MS Thesis, Massachusetts Institute of Technology, June 1995. Abstract -- Entire Thesis: PS (521Kb) , PDF (530Kb) |
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Jorge Goncalves and Tau-Mu Yi, Drosophila
Circadian Rhythms: Stability Robustness Analysis and Model Reduction. Symposium on Mathematical Theory of Networks and Systems, Leuven, Belgium, July 2004. PDF. |
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Demetri Spanos and Jorge Goncalves, High-Order-Polynomial
Surface Lyapunov Functions for Global Stability Analysis of Limit Cycle Oscillations in Piecewise Linear Systems. American Control Conference, Boston, MA, June 2004. |
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Jorge Goncalves, Regions
of Stability for Limit Cycles of Piecewise Linear Systems. IEEE Conference on Decision and Control, Maui, Hawaii, December 2003. PDF. |
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Jorge Goncalves, L2-Gain
of Double Integrators with Saturation Nonlinearity. IFAC, Barcelona, Spain, July 2002. PS , PDF. |
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Jorge Goncalves, Global
Asymptotic Stability of Oscillations with Sliding Modes.
IFAC, Barcelona, Spain, July 2002. PS , PDF. |
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Jorge Goncalves, Quadratic
Surface Lyapunov Functions in the Analysis of Feedback Systems with Double Integrators and Saturations. Mediterranean Control Conference, Lisbon, Portugal, July 2002. PS , PDF. |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh, Global Analysis of Piecewise Linear Systems Using Impact Maps and Quadratic Surface Lyapunov Functions. European Control Conference, Porto, Portugal, September 2001. PS , PDF. |
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Jorge Goncalves, Quadratic
Surface Lyapunov Functions in Global Stability Analysis of Saturation Systems. American Control Conference, Arlington, VA, June 2001. PS , PDF. |
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Jorge Goncalves, Global
Stability Analysis of On/Off Systems. IEEE Conference on Decision and Control, Sydney, Australia, December 2000. PS , PDF |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh, Global Stability of Relay Feedback Systems. American Control Conference, Chicago, IL, June 2000. This paper received the "Best Student Paper Award ". PS , PDF. Slides: PDF |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh, Semi-global Analysis of Relay Feedback Systems. IEEE Conference on Decision and Control, Tampa, FL December 1998. PS , PDF |
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Jorge Goncalves and Munther Dahleh, Necessary and Sufficient Conditions for Robust Stability of a Class of Nonlinear Systems. IEEE Conference on Decision and Control, New Orleans, December 1995. PS |
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Jorge Goncalves, L2-Gain
of Double Integrators with Saturation Nonlinearity. Technical report CIT-CDS 01-011, Caltech, 2001. PS , PDF |
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Jorge Goncalves, Quadratic
Surface Lyapunov Functions in Global Stability Analysis of Saturation Systems. Technical report LIDS-P-2477, MIT, August 2000. PS , PDF |
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Jorge Goncalves, Alexandre Megretski, and Munther
Dahleh, Global Stability Analysis of Relay Feedback Systems. Technical report LIDS-P-2458, MIT, August 1999. PS , PDF. |
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Conservation of Robustness
and Application to Biological Systems. 4th Southern
California Non-Linear Control Workshop, UCSB, June 2002. |
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Challenges in Congestion Control in the Internet. LIDS, MIT, May 2000. Slides : PDF |
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Global quadratic stability
of limit cycles is common in relay feedback systems. Workshop on the Dynamics of Switching, Liège, Belgium, August 1999. Slides: PS , PDF |
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L2-Gain of Double
Integrators with Saturation Nonlinearity
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Global asymptotic stability analysis of equilibrium points of Saturation systems
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Global asymptotic stability analysis of On/Off systems
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Global asymptotic stability analysis of Relay Feedback systems
Note that the IQC toolbox includes both files RFS_52.tar.gz and RFS_53.tar.gz (under applications). |

jmg77 (plus @cam.ac.uk) Last modified: December, 2004