- CODE--2007 : Conf erence de la SMAI sur l'Optimisation et la D ecision Institut Henri Poincare, Paris
- STABILITY AND CONTROL OF FUNCTIONAL DIFFERENTIAL A DISSERTATION
- Positivity of Kernel Functions for Systems with Communication Delay Matthew M. Peet and Antonis Papachristodoulou
- Positive Forms and Stability of Linear TimeDelay Systems Matthew M. Peet a , Antonis Papachristodoulou b , Sanjay Lall c
- Reducing the Computational Cost of the SumofSquares Stability Test for TimeDelayed Systems
- A ParallelComputing Solution for Optimization of Polynomials
- Analysis of Nonlinear Time Delay Systems Using the Sum of Squares Decomposition
- A Converse SumofSquares Lyapunov Result: An Existence Proof Based on the Picard Iteration
- Positivity of Kernel Functions for Systems with Communication Delay Matthew M. Peet and Antonis Papachristodoulou
- AN EXTENSION OF THE WEIERSTRASS APPROXIMATION THEOREM TO LINEAR
- A Parallel-Computing Solution for Optimization of Polynomials
- Constructing LyapunovKrasovskii Functionals For Linear Time Delay Systems
- Positive Forms and Stability of Linear Time-Delay Systems Matthew Peet1,4
- Di#erential Dissertation
- A Converse Sum of Squares Lyapunov Result with a Degree Bound
- 2005.02.23 submitted On Global Stability of Internet Congestion
- USING THE POSITIVSTELLENSATZ FOR STABILITY ANALYSIS OF NEUTRAL DELAY
- On Global Stability of Internet Congestion Control Matthew Peet and Sanjay Lall
- Exponentially Stable Nonlinear Systems have Polynomial Lyapunov Functions on Bounded Regions
- On the Analysis of Systems Described by Classes of Partial Differential Equations
- On Global Stability of Internet Congestion Control Matthew Peet and Sanjay Lall
- CONSTRUCTING LYAPUNOV FUNCTIONS FOR NONLINEAR DELAYDIFFERENTIAL
- A Generalized Chain Rule and a Bound on the Continuity of Solutions and Converse Lyapunov Functions
- Stability Analysis of Linear TimeDelay Systems Matthew Peet, Antonis Papachristodoulou, and Sanjay Lall
- On the Conservatism of the SumofSquares Method for Analysis of TimeDelayed Systems #
- Stability Analysis of Linear Systems with TimeVarying Delays: Delay Uncertainty and Quenching
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL, VOL. 54, NO. 5, MAY 2009 979 Exponentially Stable Nonlinear Systems Have
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL 1 Reducing the Complexity of the SumofSquares
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL 1 Reducing the Complexity of the Sum-of-Squares
- STABILITY AND CONTROL OF FUNCTIONAL DIFFERENTIAL A DISSERTATION
- Research Assistant Position PhD: Illinois Institute of Technology, Chicago, IL, USA
- Stability and Computation of Roots in Delayed Systems of Neutral Type
- On the Conservatism of the Sum-of-Squares Method for Analysis of Time-Delayed Systems
- A Converse Sum-of-Squares Lyapunov Result: An Existence Proof Based on the Picard Iteration
- Inverses of Positive Linear Operators and State Feedback
- A Generalized Chain Rule and a Bound on the Continuity of Solutions and Converse Lyapunov Functions
- Constructing Lyapunov-Krasovskii Functionals For Linear Time Delay Systems
- Exponentially Stable Nonlinear Systems have Polynomial Lyapunov Functions on Bounded Regions
- Matthew M. Peet, curriculum vitae Information
- Statement of Research in Computational Nonlinear Control
- 1 M. Peet, Thesis Defense Stability and Control of Functional Differential
- SIAM J. CONTROL OPTIM. c 2009 Society for Industrial and Applied Mathematics Vol. 47, No. 6, pp. 32373258
- 1058 IEEE TRANSACTIONS ON AUTOMATIC CONTROL, VOL. 54, NO. 5, MAY 2009 Analysis of Polynomial Systems With Time Delays
- IEEE TRANSACTIONS ON AUTOMATIC CONTROL, VOL. 52, NO. 3, MARCH 2007 553 example, an 1-norm based Lyapunov function for a random three-di-
- 2005.02.23 submitted On Global Stability of Internet Congestion
- Reducing the Computational Cost of the Sum-of-Squares Stability Test for Time-Delayed Systems
- Accelerating Convergence of Sum-of-Square Stability Analysis of Coupled
- Stability Analysis of Linear Systems with Time-Varying Delays: Delay Uncertainty and Quenching
- Exponentially Stable Nonlinear Systems have Polynomial Lyapunov Functions on Bounded Regions
- USING THE POSITIVSTELLENSATZ FOR STABILITY ANALYSIS OF NEUTRAL DELAY
- AN EXTENSION OF THE WEIERSTRASS APPROXIMATION THEOREM TO LINEAR
- Stability and computation of roots in delayed systems of neutral type
- CONSTRUCTING LYAPUNOV FUNCTIONS FOR NONLINEAR DELAY-DIFFERENTIAL
- On Positive Quadratic Forms and the Stability of Linear Time-Delay Systems
- Using Polynomial SemiSeparable Kernels to Construct InfiniteDimensional Lyapunov Functions
- A Result on Global Stability of Internet Congestion Control
- Using Polynomial Semi-Separable Kernels to Construct Infinite-Dimensional Lyapunov Functions
- Inverses of Positive Linear Operators and State Feedback
- Biological Circuit Models of Immune Regulatory Response: A Decentralized Control System
- Decentralized Computation for Robust Stability Analysis of Large StateSpace Systems Using Polya's Theorem
- Designing ObserverBased Controllers for PDE Systems: A HeatConducting Rod With Point Observation and Boundary Control
- A Converse Sum of Squares Lyapunov Result with a Degree Bound
- Sum of squares for sampleddata systems Alexandre Seuret and Matthew M. Peet
- Control and verification of the safetyfactor profile in tokamaks using
- Solving LargeScale Robust Stability Problems by Exploiting the Parallel Structure of Polya's
- SOS for sampleddata systems Alexandre Seuret # ,
- Designing Observer-Based Controllers for PDE Systems: A Heat-Conducting Rod With Point Observation and Boundary Control
- Statement of Research on New Frontiers for Computation in Control
- Biological Circuit Models of Immune Regulatory Response: A Decentralized Control System
- Matthew M. Peet, curriculum vitae Information
- SOS for sampled-data systems Alexandre Seuret ,
- Decentralized Computation for Robust Stability Analysis of Large State-Space Systems Using Polya's Theorem
- Solving Large-Scale Robust Stability Problems by Exploiting the Parallel Structure of Polya's
- A Converse Sum of Squares Lyapunov Result with a Degree Bound
- Sum of squares for sampled-data systems Alexandre Seuret and Matthew M. Peet
- Control and Verification of the Safety-Factor Profile in Tokamaks Using