World's Best Scientists 2026 revealed!
Pierdomenico Pepe

Pierdomenico Pepe

D-Index & Metrics

Electronics and Electrical Engineering

D-Index
40
Citations
5363
World Ranking
4559
National Ranking
157

Best Publications

  • A Lyapunov–Krasovskii methodology for ISS and iISS of time-delay systems

    Pierdomenico Pepe;Zhong-Ping Jiang

  • A new approach to state observation of nonlinear systems with delayed output

    A. Germani;C. Manes;P. Pepe

  • On Liapunov-Krasovskii functionals under Carathéodory conditions

    Unknown

  • Input-output linearization with delay cancellation for nonlinear delay systems: the problem of the internal stability

    A. Germani;C. Manes;P. Pepe

  • Observer-Based Control of LLC DC/DC Resonant Converter Using Extended Describing Functions

    Concettina Buccella;Carlo Cecati;Hamed Latafat;Pierdomenico Pepe

  • Stabilization in the Sample-and-Hold Sense of Nonlinear Retarded Systems

    Pierdomenico Pepe

  • Symbolic Models for Networks of Control Systems

    Giordano Pola;Pierdomenico Pepe;Maria Domenica Di Benedetto

  • The Problem of the Absolute Continuity for Lyapunov–Krasovskii Functionals

    P. Pepe

  • Input-to-State Stability of Time-Delay Systems: A Link With Exponential Stability

    N. Yeganefar;P. Pepe;M. Dambrine

  • Input-to-Output Stability for Systems Described by Retarded Functional Differential Equations

    Iasson Karafyllis;Pierdomenico Pepe;Zhong Ping Jiang

  • A New Lyapunov-Krasovskii Methodology for Coupled Delay Differential Difference Equations

    P. Pepe;Z.-P. Jiang;E. Fridman

  • Converse Lyapunov–Krasovskii theorems for systems described by neutral functional differential equations in Hale's form

    Pierdomenico Pepe;Iasson Karafyllis

  • Symbolic models for nonlinear time-delay systems using approximate bisimulations

    Giordano Pola;Pierdomenico Pepe;Maria Domenica Di Benedetto;Paulo Tabuada

  • The Liapunov's second method for continuous time difference equations

    P. Pepe

  • On the stability of coupled delay differential and continuous time difference equations

    P. Pepe;E.I. Verriest

  • On the Liapunov-Krasovskii methodology for the ISS of systems described by coupled delay differential and difference equations

    P. Pepe;I. Karafyllis;Z. P. Jiang

  • On the stability of coupled delay differential and continuous time difference equations

    P. Pepe;E.I. Verriest

  • Input-to-State Stabilization of Stabilizable, Time-Delay, Control-Affine, Nonlinear Systems

    P. Pepe

  • An asymptotic state observer for a class of nonlinear delay systems

    Alfredo Germani;Costanzo Manes;Pierdomenico Pepe

  • A small-gain condition for iISS of interconnected retarded systems based on Lyapunov-Krasovskii functionals

    Hiroshi Ito;Pierdomenico Pepe;Zhong-Ping Jiang

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