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Michael Margaliot

Michael Margaliot

D-Index & Metrics

Engineering and Technology

D-Index
36
Citations
5013
World Ranking
8743
National Ranking
67

Overview

Michael Margaliot is affiliated with Tel Aviv University in Israel and has an extensive research portfolio spanning engineering, biochemistry, genetics and molecular biology, and computer science.

Their research primarily focuses on control and stability of dynamical systems, gene regulatory network analysis, nonlinear dynamics and pattern formation, quantum chaos and dynamical systems, advanced differential equations and dynamical systems, matrix theory and algorithms, and RNA and protein synthesis mechanisms.

Michael Margaliot's recent publications include the following papers:

  • A generalization of linear positive systems with applications to nonlinear systems: Invariant sets and the Poincaré-Bendixson property, 2020, Automatica
  • k-contraction: Theory and applications, 2021, Automatica
  • Generalization of the Multiplicative and Additive Compounds of Square Matrices and Contraction Theory in the Hausdorff Dimension, 2022, IEEE Transactions on Automatic Control
  • Compound matrices in systems and control theory: a tutorial, 2023, Mathematics of Control Signals and Systems
  • A Sufficient Condition for k-Contraction of the Series Connection of Two Systems, 2022, IEEE Transactions on Automatic Control

Frequent co-authors collaborating with Michael Margaliot include:

  • Ron Ofir
  • Thomas Kriecherbauer
  • Alexander Ovseevich
  • Lars Grüne
  • Chengshuai Wu

Regarding publication venues, their works appear notably in:

  • arXiv (Cornell University)
  • IEEE Transactions on Automatic Control
  • Automatica
  • Journal of The Royal Society Interface
  • 2021 60th IEEE Conference on Decision and Control (CDC)

Michael Margaliot's subfields of study reflect their interdisciplinary approach, covering control and systems engineering, molecular biology, statistical and nonlinear physics, computational theory and mathematics, and computer networks and communications.

Best Publications

  • Brief paper: Controllability of Boolean control networks via the Perron-Frobenius theory

    Dmitriy Laschov;Michael Margaliot

  • Stability analysis of switched systems using variational principles: An introduction

    Michael Margaliot

  • A Maximum Principle for Single-Input Boolean Control Networks

    D Laschov;M Margaliot

  • Observability of Boolean networks: A graph-theoretic approach

    Dmitriy Laschov;Michael Margaliot;Guy Even

  • On the Stability of Positive Linear Switched Systems Under Arbitrary Switching Laws

    L. Fainshil;M. Margaliot;P. Chigansky

  • MINIMUM-TIME CONTROL OF BOOLEAN NETWORKS

    Dmitriy Laschov;Michael Margaliot

  • New Approaches to Fuzzy Modeling and Control: Design and Analysis

    Michael Margaliot;Gideon Langholz

  • Lie-algebraic stability conditions for nonlinear switched systems and differential inclusions

    Michael Margaliot;Daniel Liberzon

  • A model for competition for ribosomes in the cell.

    Alon Raveh;Michael Margaliot;Eduardo D. Sontag;Tamir Tuller

  • Fuzzy Lyapunov-based approach to the design of fuzzy controllers

    Michael Margaliot;Gideon Langholz

  • Necessary and sufficient conditions for absolute stability: the case of second-order systems

    M. Margaliot;G. Langholz

  • Are artificial neural networks white boxes

    E. Kolman;M. Margaliot

  • Entrainment to periodic initiation and transition rates in a computational model for gene translation.

    Michael Margaliot;Eduardo D. Sontag;Tamir Tuller

  • Brief paper: Root-mean-square gains of switched linear systems: A variational approach

    Michael Margaliot;João P. Hespanha

  • Stability Analysis of the Ribosome Flow Model

    Michael Margaliot;Tamir Tuller

  • Mathematical modeling of observed natural behavior: a fuzzy logic approach

    Eviatar Tron;Michael Margaliot

  • Root-mean-square gains of switched linear systems: A variational approach

    M. Margaliot;J.P. Hespanha

  • Ribosome flow model with positive feedback.

    Michael Margaliot;Tamir Tuller

  • Revisiting totally positive differential systems: A tutorial and new results

    Michael Margaliot;Eduardo D. Sontag

  • Stability Analysis of Second-Order Switched Homogeneous Systems

    David Holcman;Michael Margaliot

  • Symbolic dynamics of Boolean control networks

    Gal Hochma;Michael Margaliot;Ettore Fornasini;Maria Elena Valcher

Frequent Co-Authors

Tamir Tuller
Tamir Tuller Tel Aviv University
Eduardo D. Sontag
Eduardo D. Sontag Northeastern University
Lars Grüne
Lars Grüne University of Bayreuth
Emilia Fridman
Emilia Fridman Tel Aviv University
Guy Even
Guy Even Tel Aviv University
Michael S. Branicky
Michael S. Branicky University of Kansas
Daniel Liberzon
Daniel Liberzon University of Illinois at Urbana-Champaign
Joao P. Hespanha
Joao P. Hespanha University of California, Santa Barbara
Yoash Levron
Yoash Levron Technion – Israel Institute of Technology

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