
Silviu-Iulian NICULESCU
Directeur de Recherche au CNRS, membre de l'équipe Inria "Disco"
silviu.niculescu@l2s.centralesupelec.fr
L2S, CentraleSupélec
3 rue Joliot Curie
91190 Gif-sur-Yvette, France
Prescribing the best decay rate of the wave equation using internal delayed feedback damping
Stability analysis of systems with delay-dependent coefficients and commensurate delays
Midpoint prescribed stabilization of the wave equation via autoregressive control
Interplay between discretization and controllability of linear delay systems: an algebraic viewpoint
Decay Rate Assignment through Multiple Spectral Values in Delay Systems
A Spectrum-based Filter Design for Periodic Control of Systems with Time Delay
Towards a Partial Pole Placement for Systems of Differential Equations With Commensurate Delays: The Planar System Case
On the relations between stability optimization of linear time-delay systems and multiple rightmost characteristic roots
Iterated Integral Representation of the Characteristic Function of Time-Delay Systems with Spectral Values of Maximal Multiplicity
Delay-dependent set-invariance for linear difference equations with multiple delays: a polyhedral approach
Enhanced convex lifting for environment with complex shaped obstacles
Periodic Regulation of Linear Time-Delay Systems via Youla-Kučera Parametrization
On the MID Property in Planar Delay Systems. Towards a Partial Pole Placement in the Multidimensional case
Interplay between Discretization and Controllability. Example of a Wave Equation with Boundary Control
Robust least-fragile PI controller design for a coupled-tanks system with uncertain time-varying input time-delay
A mixed receding/shrinking horizon MPC for trajectory planning at on-ramp merging maneuver
Constant step-size stochastic approximation with delayed updates
A vector almost-supermartingale convergence theorem and its applications
Multi-Agent Navigation using Convex Lifting on Dynamic Environment
Observer-based controller design for LTI SISO systems with feedback delay. A partial pole placement approach
Design of Quasipolynomial-Based Controllers with Dynamical Parameters—Application to Active Vibration Damping
Some Insights into Partial Pole Placement Method in Observers Design for Time-Delay Systems
Central Nervous System Action on Rolling Balance Board Robust Stabilization: Computer Algebra and MID-Based Feedback Design
Exploring Delay-Based Controllers. A Comparative Study for Stabilizing Angular Positioning
On the Spectrum Distribution of Parametric Second-order Delay Differential Equations. Perspectives in Partial Pole Placement
Counting Characteristic Roots of Linear Delay Differential Equations. Part II: from Argument Principle to Rightmost Root Assignment Methods
Counting Characteristic Roots of Linear Delay-Differential Equations. Part I: Frequency-Sweeping Stability Tests and Applications
Analytic eigenvalue perturbation theory for dynamical systems analysis
A Review on Multiple Purely Imaginary Spectral Values of Time-Delay Systems
Low complexity controller for active vibration damping of thin mechanical structures
Asymptotic Analysis of Multiple Characteristics Roots for Quasi-polynomials of Retarded-Type
Stability Analysis of Uniformly Distributed Delay Systems: A Frequency-Sweeping Approach
Deterministic car-following traffic models. Delay effects and linear stability
On the structure of polyhedral positive invariant sets with respect to delay difference equations
Stability and Robustness Analysis of a Class of Cyclic Biological Systems
Mixed-Integer Representations in Control Design
Analysis and Control of Oilwell Drilling Vibrations
Analytic curve frequency-sweeping stability tests for systems with commensurate delays
Analysis of deterministic cyclic gene regulatory network models with delays
Delay system modeling of rotary drilling vibrations
On the Codimension of the Singularity at the Origin for Networked Delay Systems
Predictive Control for Path-Following. From Trajectory Generation to the Parametrization of the Discrete Tracking Sequences
Stabilization of Networked Control Systems (NCSs) with hyper-sampling periods
Optimal design of distributed control and embedded systems
Stability, control and computation or time-delay systems. An eigenvalue based approach
Smith Predictor-Based Control with Distance Feedback for Haptic Systems Under Distributed Time-Delays
Flatness-Based Control for a Non-Linear Spatially Distributed Model of a Drilling System
Low Complexity Invariant Sets for Time-Delay Systems: A Set Factorization Approach
Analysis of Gene Regulatory Networks under Positive Feedback
Analysis of a New Model of Cell Population Dynamics in Acute Myeloid Leukemia
Mixed-Integer Programming Techniques in Distributed MPC Problems
Set-Based Detection and Isolation of Intersampled Delays and Pocket Dropouts in Networked Control
Predictive Control for Autonomous Aerial Vehicles Trajectory Tracking
Time Delay Systems: Methods, Applications and New Trends
A Multi-sensor Switching Scheme with Tolerance to Delay and Packet Loss
Polytopic Discrete-Time Models for Systems with Time-Varying Delays
On the Tight Formation for Multi-Agent Dynamical Systems
Control of Multi-Agent Dynamical Systems in the Presence of Constraints
Cooperative Dynamical Systems with Communication Constraints and Limits of Viability
Path Following with Collision Avoidance and Velocity Constraints for Multi-Agent Systems
Topics in Time Delay Systems
Delay Effects on Output Feedback Control of Dynamical Systems
Deterministic Time-Delayed Traffic Flow Models: A Survey
Commande prédictive des systèmes dont l’entrée est affectée par un retard variable
Some Remarks on Delay Effects in Motion Synchronization in Shared Virtual Environments
A time-delay approach for the modeling and control of plasma instabilities in thermonuclear fusion
Stability and Stabilization of Time-Delay Systems. An eigenvalue based approach
Biology and Control Theory: Current Challenges
Mathematical and computational tools for the stability analysis of time-varying delay systems and applications in mechanical engineering
Geometric ideas in the stability analysis of delay models in biosciences
CentraleSupélec,
3, rue Joliot Curie,
91190 Gif-sur-Yvette
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