World's Best Scientists 2026 revealed!

D-Index & Metrics

Electronics and Electrical Engineering

D-Index
35
Citations
5703
World Ranking
5519
National Ranking
110

Overview

Dimitri Peaucelle is affiliated with the Laboratory for Analysis and Architecture of Systems in France and contributes primarily to the field of Engineering with a focus on Control and Systems Engineering. Their research covers various subfields including Computational Theory and Mathematics, Aerospace Engineering, Artificial Intelligence, and Statistical and Nonlinear Physics.

Their main topics of work consist of:

  • Stability and Control of Uncertain Systems
  • Control Systems and Identification
  • Fault Detection and Control Systems
  • Advanced Control Systems Optimization
  • Matrix Theory and Algorithms
  • Model Reduction and Neural Networks
  • Adaptive Control of Nonlinear Systems

Peaucelle has contributed papers in different venues with notable frequency in the following:

  • IFAC-PapersOnLine
  • Automatica
  • arXiv (Cornell University)
  • European Journal of Control
  • 2021 60th IEEE Conference on Decision and Control (CDC)

Selected recent papers by Dimitri Peaucelle include:

  • "Conservatism reduction for linear parameter-varying control design facing inexact scheduling parameters illustrated on flight tests," 2020, International Journal of Robust and Nonlinear Control
  • "Linearization of expectation-based inequality conditions in control for discrete-time linear systems represented with random polytopes," 2020, Automatica
  • "l2 induced norm analysis of discrete-time LTI systems for nonnegative input signals and its application to stability analysis of recurrent neural networks," 2021, European Journal of Control
  • "Causal Gain-scheduled output feedback controllers using parameter-dependent Lyapunov Functions," 2021, Automatica
  • "l2 Induced Norm Analysis of Discrete-Time LTI Systems for Nonnegative Input Signals and Its Application to Stability Analysis of Recurrent Neural Networks," 2020, arXiv (Cornell University)

Frequent collaborators in their work include:

  • Yoshio Ebihara
  • Victor Magron
  • Sophie Tarbouriech
  • Tomomichi Hagiwara
  • Hayato Waki

Dimitri Peaucelle's research emphasizes analytical approaches in control theory, especially addressing challenges in uncertain, nonlinear, and adaptive systems. Their work intersects with computational mathematical methods and neural network stability, reflecting a multidisciplinary focus within engineering sciences.

Best Publications

  • A new robust D-stability condition for real convex polytopic uncertainty

    Dimitri Peaucelle;Denis Arzelier;Olivier Bachelier;Jacques Bernussou

  • From static output feedback to structured robust static output feedback: A survey

    Mahdieh Sadat Sadabadi;Dimitri Peaucelle

  • DELAY-DEPENDENT STABILITY ANALYSIS OF LINEAR TIME DELAY SYSTEMS

    Frédéric Gouaisbaut;Dimitri Peaucelle

  • S-Variable Approach to LMI-Based Robust Control

    Yoshio Ebihara;Dimitri Peaucelle;Denis Arzelier

  • SEDUMI INTERFACE 1.02: a tool for solving LMI problems with SEDUMI

    Y. Labit;D. Peaucelle;D. Henrion

  • DELAY-DEPENDENT ROBUST STABILITY OF TIME DELAY SYSTEMS

    Frédéric Gouaisbaut;Dimitri Peaucelle

  • An efficient numerical solution for H 2 static output feedback synthesis

    D. Peaucelle;D. Arzelier

  • Quadratic separation for feedback connection of an uncertain matrix and an implicit linear transformation

    Dimitri Peaucelle;Denis Arzelier;Didier Henrion;Frédéric Gouaisbaut

  • L 1 gain analysis of linear positive systems and its application

    Yoshio Ebihara;Dimitri Peaucelle;Denis Arzelier

  • Gain-scheduled output-feedback controllers using inexact scheduling parameters for continuous-time LPV systems

    Masayuki Sato;Dimitri Peaucelle

  • LMI approach to linear positive system analysis and synthesis

    Yoshio Ebihara;Dimitri Peaucelle;Denis Arzelier

  • Analysis and synthesis of interconnected positive systems

    Yoshio Ebihara;Dimitri Peaucelle;Denis Arzelier

  • Robust performance analysis with LMI-based methods for real parametric uncertainty via parameter-dependent Lyapunov functions

    D. Peaucelle;D. Arzelier

  • Robust H2 performance analysis and synthesis of linear polytopic discrete-time periodic systems via LMIs

    Christophe Farges;Dimitri Peaucelle;Denis Arzelier;Jamal Daafouz

  • Adaptive Control of 3DOF Motion for LAAS Helicopter Benchmark: Design and Experiments

    B. Andrievsky;D. Peaucelle;A.L. Fradkov

  • A NOTE ON STABILITY OF TIME DELAY SYSTEMS

    Frédéric Gouaisbaut;Dimitri Peaucelle

  • On parameter-dependent Lyapunov functions for robust stability of linear systems

    D. Henrion;D. Arzelier;D. Peaucelle;J.-B. Lasserre

  • Robust Performance Analysis of Linear Time-Invariant Uncertain Systems by Taking Higher-Order Time-Derivatives of the State

    Y. Ebihara;T. Hagiwara;D. Peaucelle;D. Arzelier

  • Brief An LMI condition for robust stability of polynomial matrix polytopes

    Didier Henrion;Denis Arzelier;Dimitry Peaucelle;Michael ŠEbek

  • Ellipsoidal sets for resilient and robust static output-feedback

    D. Peaucelle;D. Arzelier

  • Brief Positive polynomial matrices and improved LMI robustness conditions

    Didier Henrion;Denis Arzelier;Dimitri Peaucelle

  • QUADRATIC SEPARATION FOR FEEDBACK CONNECTION OF AN UNCERTAIN MATRIX AND AN IMPLICIT LINEAR TRANSFORMATION

    Dimitri Peaucelle;Didier Henrion;Denis Arzelier

Frequent Co-Authors

Alexander L. Fradkov
Alexander L. Fradkov Saint Petersburg State University
Didier Henrion
Didier Henrion Laboratory for Analysis and Architecture of Systems
Luca Zaccarian
Luca Zaccarian Laboratory for Analysis and Architecture of Systems
Sophie Tarbouriech
Sophie Tarbouriech Laboratory for Analysis and Architecture of Systems
Jamal Daafouz
Jamal Daafouz University of Lorraine
Marco Lovera
Marco Lovera Polytechnic University of Milan

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