Henri Bourlès

发表

Robust coordinated AVR+PSS for damping large scale power systems

H. Quinot, Henri Bourlès, T. Margotin, 1999 .

Analysis and design of a robust coordinated AVR/PSS

M. P. Houry, Henri Bourlès, T. Margotin, 1998 .

Pseudo-linear regression identification based on generalized orthonormal transfer functions: Convergence conditions and bias distribution pdf

Henri Bourlès, Bernard Vau, H. Bourlès, 2018, ArXiv.

Compensation and PID Controller

Henri Bourlès, H. Bourlès, 2013 .

The exact model-matching problem for linear time-varying systems: an algebraic approach

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 2003, IEEE Trans. Autom. Control..

Addendum to "W-stability and local input-output stability results"

Henri Bourlès, 2000, IEEE Trans. Autom. Control..

Robust nonlinear control associating robust feedback linearization and H∞ control

Henri Bourlès, Edson R. de Pieri, Hervé Guillard, 2006, IEEE Trans. Autom. Control..

Robust continuous speed governor control for small-signal and transient stability

M. P. Houry, Henri Bourlès, Frederic Colledani, 1997 .

Robust predictive control for the flexible coordinated secondary voltage control of large-scale power systems

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 1999 .

Generalized convergence conditions of the parameter adaptation algorithm in discrete-time recursive identification and adaptive control

Henri Bourlès, Bernard Vau, H. Bourlès, 2018, Autom..

Some remarks on the bias distribution analysis of discrete-time identification algorithms based on pseudo-linear regressions pdf

Henri Bourlès, Bernard Vau, H. Bourlès, 2018, Syst. Control. Lett..

An intrinsic algebraic setting for poles and zeros of linear time-varying systems

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 2009, Syst. Control. Lett..

Algebraic Analysis Applied to the Theory of Linear Dynamical Systems pdf

Henri Bourlès, H. Bourlès, 2015, ArXiv.

Open‐Loop Systems

Henri Bourlès, H. Bourlès, 2013 .

Laguerre based predictors in discrete-time recursive algorithms: A solution for open-loop identification under oversampling

Henri Bourlès, Bernard Vau, 2017 .

Quasi-poles of linear time-varying systems in an intrinsic algebraic approach

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 2013, Syst. Control. Lett..

Poles and zeros at infinity of linear time-varying systems

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 1999, IEEE Trans. Autom. Control..

Robust state-predictive control with separation property: A reduced-state design for control systems with non-equal time delays

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 2000, Autom..

A desensitized controller for voltage regulation of power systems

M. P. Houry, Henri Bourlès, Annissa Heniche, 1995 .

Elimination, fundamental principle and duality for analytic linear systems of partial differential-difference equations with constant coefficients

Henri Bourlès, Ulrich Oberst, H. Bourlès, 2012, Math. Control. Signals Syst..

Solutions of Exercises

Henri Bourlès, 2013 .

The injectivity of the canonical signal module for multidimensional linear systems of difference equations with variable coefficients

Henri Bourlès, Ulrich Oberst, Bogdan Marinescu, 2015, Multidimensional Systems and Signal Processing.

Robust stabilization of discrete-time periodic linear systems for tracking and disturbance rejection

Henri Bourlès, Ulrich Oberst, H. Bourlès, 2016, Math. Control. Signals Syst..

Duality for Differential-Difference Systems over Lie Groups

Henri Bourlès, Ulrich Oberst, H. Bourlès, 2009, SIAM J. Control. Optim..

Robust Adaptive GPC Application to Active Noise Cancellation

Henri Bourlès, E. Irving, M. Er-Rafai, 1989 .

Analysis of LTV Systems

Henri Bourlès, Bogdan Marinescu, 2011 .

Exponentially Stable Linear Time-Varying Discrete Behaviors

Henri Bourlès, Ulrich Oberst, Bogdan Marinescu, 2015, SIAM J. Control. Optim..

A pseudo-linear regression algorithm in discrete-time for the efficient identification of stiff systems

Henri Bourlès, Bernard Vau, H. Bourlès, 2021, IFAC-PapersOnLine.

Closed-loop output error identification algorithms with predictors based on generalized orthonormal transfer functions: Convergence conditions and bias distribution

Henri Bourlès, Bernard Vau, H. Bourlès, 2021, Autom..

Finite poles and zeros of linear systems: An intrinsic approach

Henri Bourlès, Michel Fliess, 1997 .

Generalized Convolution Behaviors and Topological Algebra

Henri Bourlès, Ulrich Oberst, H. Bourlès, 2016 .

W-stability and local input-output stability results

Henri Bourlès, Frederic Colledani, H. Bourlès, 1995, IEEE Trans. Autom. Control..

Linear Time-Varying Systems: Algebraic-Analytic Approach

Henri Bourlès, Bogdan Marinescu, H. Bourlès, 2011 .

ROBUST FEEDBACK LINEARIZATION WITHOUT FULL STATE INFORMATION

Edson Roberto De Pieri, Henri Bourlès, E. R. Pieri, 2007 .

Poles and Zeros of Linear Systems: An Invariant Approach

Henri Bourlès, Michel Fliess, M. Fliess, 1995 .

Discussing some examples of linear system interconnections

Henri Bourlès, Michel Fliess, M. Fliess, 1996 .