Islam BOUSSAADA
Professor
islam.boussaada@l2s.centralesupelec.fr
L2S, CentraleSupélec
Bât. Breguet B5.03A
3 rue Joliot Curie
91190 Gif-sur-Yvette, France
Islam Boussaada received his Master in Mathematics from University Tunis II, and an M.Sc. degree in Pure Mathematics from University Paris 7 in 2004. In December 2008, he defended his Ph.D. degree in Mathematics from University of Rouen Normandy. In June 2016, he received his HDR degree (French Habilitation) in Physics from University Paris Saclay-University Paris Sud. In 2010, IB was appointed for one year as a post-doctoral fellow in the control of time-delay systems at L2S, Supelec-CNRS-University Paris Sud. From September 2011 until September 2017, he has been an associate professor at IPSA and an associate researcher at MODESTY Team of L2S. Since October 2017, IB is appointed associate researcher at DISCO Team and full professor at IPSA where he headed the Aeronautical and Aerospace Systems department from September 2017 till May 2019. Since September 2018 untill August 2020, IB is a researcher in temporary secondment at Inria Saclay-DISCO Team. His research interests belong to the qualitative theory of dynamical systems and its application in control problems. It includes stability analysis and stabilization of linear/nonlinear dynamical systems, analysis of parametric systems, analysis of delay induced dynamics, nonhyperbolic dynamics, analysis of algebraic differential systems, control of active vibrations, dynamics of biochemical networks. IB is co-author of a monograph and co-editor of a contributed book, both published in Springer series, as well as co-author of more than 60 peer-reviewed publications. He co-organized the 4th GDRI DelSys’s Workshop on Observing and Controlling Complex Dynamical Systems (November 2015), as well as the 1st GDRI Spa-Disco’s workshop on Delays and Constraints in Distributed Parameters Systems (November 2017), both funded by CNRS and held at CentraleSupelec (Gif sur Yvette). IB is the co-organiser of several thematic/invited sessions in international conferences on the topic « Frequency domain methods for qualitative analysis of Time-delay Systems »; the 20th and 21st World Congress of the International Federation of Automatic Control (IFAC) (Toulouse, July 2017 & Berlin, July 2020), the 13th-15th IFAC Workshop on Time-delay Systems (Istanbul 2016, Budapest 2018 & Sinaia 2019) and the 24th International Symposium on Mathematical Theory of Networks and Systems (MTNS 2020) (Cambridge, 2021). Since September 2018, IB is co-leading the national research group GT OSYDI of the CNRS/GDR MACS and is a deputy director of the IRS iCODE Institute of the University Paris Saclay.
MID Property for Delay Systems: Insights on Spectral Values with Intermediate Multiplicity
Over one Century of Spectrum Analysis in Delay Systems: An Overview and New Trends in Pole Placement Methods
New Features of P3δ Software. Insights and Demos
Design of Quasipolynomial-Based Controllers with Dynamical Parameters – Application to Active Vibration Damping
Padé Approximation and Hypergeometric Functions: A Missing Link with the Spectrum of Delay-Differential Equations
Observer Design in LTI Time-Delay Systems using Partial Pole Placement with Applications
An MID-based control of a vibrating axisymmetric membrane using piezoelectric transducers
Rolling Balance Board Robust Stabilization: A MID-based Design
Torsional-vibrations Damping in Drilling Systems: Multiplicity-Induced-Dominancy based design
On pole placement and spectral abscissa characterization for time-delay systems
Insights from a qualitative analysis of a gene expression model with delays
Effects of Roots of Maximal Multiplicity on the Stability of Some Classes of Delay Differential-Algebraic Systems: The Lossless Propagation Case
New Features of P3$\delta$ software: Partial Pole Placement via Delay Action
Active vibration control of axisymmetric membrane through partial pole placement
Insights into the multiplicity-induced-dominancy for scalar delay-differential equations with two delays
Stability, Delays and Multiple Characteristic Roots in Dynamical Systems: A Guided Tour
Insights on Pole-Placement of Dynamical Systems by PID Control with Guaranteed Delay Robustness
Some insights on rightmost spectral values assignment for time delay systems
On qualitative properties of single-delay linear retarded differential equations: Characteristic roots of maximal multiplicity are necessarily dominant
Towards an MID-based Delayed Design for Arbitrary-order Dynamical Systems with a Mechanical Application
Spectral dominance of complex roots for single-delay linear equations
Multiplicity-Induced-Dominancy extended to neutral delay equations: Towards a systematic PID tuning based on Rightmost root assignment
The MID property for a second-order neutral time-delay differential equation
Analysis of the Delayed Central Nervous System Action in the Regulation of a Third-order Muscle-Tendon Model
Partial Pole Placement via Delay Action: A Python Software for Delayed Feedback Stabilizing Design
Delayed control design of a vibrating thin membrane via a partial pole placement
A pedagogical approach to data fusion and kalman filter
A problematic issue in the Walton-Marshall method for some neutral delay systems
On pole Placement and spectral abscissa characterization for time-delay systems
Active vibration control through quasi-polynomial based controller
Low complexity controllers for vibrations damping in drilling systems
Modeling and Control of an Aerial Multi-Cargo System: Robust Acquiring and Transport Operations
Time-delay Control of a Multi-Rotor VTOL Multi-Agent System Towards Transport Operations
Disturbances and Coupling Compensation for Trajectory Tracking of a Multi-link Aerial Robot
Stability Analysis of Systems with Delay-Dependent Coefficients Subject to Some Particular Delay Structure
On the Dominancy of Multiple Spectral Values for Time-delay Systems with Applications
Towards a Decay Rate Assignment Based Design for Time-Delay Systems with Multiple Spectral Values
Computational modeling and oscillations damping of axial vibrations in a drilling system
Time-delay Tolerant Control of an Omnidirectional Multi-agent System for Transport Operations
A Delayed Feedback Controller for Active Vibration Control : A Rightmost-Characteristic Root Assignment based Approach
An Overview of Stability Analysis of Systems with Delay Dependent Coefficients
Modeling and Control of an Interactive Tilt-rotor MAV
Structural diagnosability analysis. Application to an induction motor
Geometric vs. algebraic approach: A study of double imaginary characteristic roots in time-delay systems
Stability Analysis of Control Systems subject to Delay-Difference Feedback
Stability Analysis of Systems with Delay-Dependant Coefficients a two-Parameter Approach
Towards more general stability analysis of systems with delay-dependent coefficients
Critical delays, multiple characteristic roots and stability of dynamical systems : An overview
Tracking Sustained Oscillations in Delay Model Oregonators
Multiplicity and Stable Varieties of Time-delay Systems : A Missing Link
Further remarks on the effect of multiple spectral values on the dynamics of Time-delay systems : A Birkhoff-based approach
Multiplicity and stable manifolds for time-delay systems : Further remarks on the rightmost root
Counting Characteristic Roots of Linear Delay Differential Equations. Part II: from Argument Principle to Rightmost Root Assignment Methods
A Review on Multiple Purely Imaginary Spectral Values of Time-Delay Systems
Low complexity controller for active vibration damping of thin mechanical structures
Delays and Interconnections: Methodology, Algorithms and Applications
Analysis and Control of Oilwell Drilling Vibrations
Delay system modeling of rotary drilling vibrations
On the Codimension of the Singularity at the Origin for Networked Delay Systems
Flatness-Based Control for a Non-Linear Spatially Distributed Model of a Drilling System
P3δ A Python software for the design of stabilizing delayed-feedback controllers
Qualitative analysis of functional differential-algebraic systems with applications in control
Contribution à l’étude des solutions périodiques et des centres isochrones des systèmes d’équations différentielles ordinaires plans
CentraleSupélec,
bât. Bréguet, 3, rue Joliot Curie,
91190 Gif-sur-Yvette
Tutelles
©2022 L2S - Tous droits réservés, reproduction interdite.
