Alberto Tesi

Alberto Tesi

Università degli Studi di Firenze

H-index: 40

Europe-Italy

About Alberto Tesi

Alberto Tesi, With an exceptional h-index of 40 and a recent h-index of 15 (since 2020), a distinguished researcher at Università degli Studi di Firenze, specializes in the field of robust control, nonlinear systems, convex optimization.

His recent articles reflect a diverse array of research interests and contributions to the field:

Snap-back Repellers and Chaos in a Class of Discrete-time Memristor Circuits

First integrals can explain coexistence of attractors, multistability, and loss of ideality in circuits with memristors

New Class of Discrete-Time Memristor Circuits: First Integrals, Coexisting Attractors and Bifurcations Without Parameters

A small-gain theorem for 2-contraction of nonlinear interconnected systems

Drift of invariant manifolds and transient chaos in memristor Chua's circuit

Bounding Lyapunov exponents through second additive compound matrices: Case studies and application to systems with first integral

Harmonic Balance Design of Oscillatory Circuits Based on Stanford Memristor Model

Convergence of discrete-time cellular neural networks with application to image processing

Alberto Tesi Information

University

Position

Professor of Control Systems

Citations(all)

7399

Citations(since 2020)

1127

Cited By

6573

hIndex(all)

40

hIndex(since 2020)

15

i10Index(all)

92

i10Index(since 2020)

21

Email

University Profile Page

Università degli Studi di Firenze

Google Scholar

View Google Scholar Profile

Alberto Tesi Skills & Research Interests

robust control

nonlinear systems

convex optimization

Top articles of Alberto Tesi

Title

Journal

Author(s)

Publication Date

Snap-back Repellers and Chaos in a Class of Discrete-time Memristor Circuits

Mauro Di Marco

MAURO FORTI

Luca Pancioni

Alberto Tesi

2024/3/7

First integrals can explain coexistence of attractors, multistability, and loss of ideality in circuits with memristors

Chaos, Solitons & Fractals

Giacomo Innocenti

Alberto Tesi

Mauro Di Marco

Mauro Forti

2024/3/1

New Class of Discrete-Time Memristor Circuits: First Integrals, Coexisting Attractors and Bifurcations Without Parameters

International Journal of Bifurcation and Chaos

Mauro Di Marco

Mauro Forti

Luca Pancioni

Alberto Tesi

2024/1

A small-gain theorem for 2-contraction of nonlinear interconnected systems

arXiv preprint arXiv:2305.03211

David Angeli

Davide Martini

Giacomo Innocenti

Alberto Tesi

2023/5/4

Drift of invariant manifolds and transient chaos in memristor Chua's circuit

Electronics Letters

Mauro Di Marco

Mauro Forti

Luca Pancioni

Alberto Tesi

2023/10

Bounding Lyapunov exponents through second additive compound matrices: Case studies and application to systems with first integral

International Journal of Bifurcation and Chaos

Davide Martini

David Angeli

Giacomo Innocenti

Alberto Tesi

2023/8

Harmonic Balance Design of Oscillatory Circuits Based on Stanford Memristor Model

IEEE Access

Mauro Di Marco

Mauro Forti

Giacomo Innocenti

Alberto Tesi

2023/11/8

Convergence of discrete-time cellular neural networks with application to image processing

International Journal of Bifurcation and Chaos

Mauro Di Marco

Mauro Forti

Luca Pancioni

Alberto Tesi

2023/8

Chua’s circuit with tunable nonlinearity based on a nonvolatile memristor: Design and realization

IEEE Transactions on Circuits and Systems I: Regular Papers

Manuel Escudero

Sabina Spiga

Mauro Di Marco

Mauro Forti

Giacomo Innocenti

...

2023/10/23

Complete stability of neural networks with extended memristors

IEEE Transactions on Neural Networks and Learning Systems

Mauro Di Marco

Mauro Forti

Riccardo Moretti

Luca Pancioni

Alberto Tesi

2023/6/6

Detection of subcritical Hopf and fold bifurcations in an aeroelastic system via the describing function method

Chaos, Solitons & Fractals

Davide Martini

Giacomo Innocenti

Alberto Tesi

2022/4/1

Convergence of a class of delayed neural networks with real memristor devices

Mathematics

Mauro Di Marco

Mauro Forti

Riccardo Moretti

Luca Pancioni

Giacomo Innocenti

...

2022/7/13

Dynamic Analysis of Memristor Circuits via Input–Output Techniques

Mauro Di Marco

Giacomo Innocenti

Alberto Tesi

Mauro Forti

2022/6/24

New method to analyze the invariant manifolds of memristor circuits

Journal of the Franklin Institute

Mauro Di Marco

Mauro Forti

Luca Pancioni

Giacomo Innocenti

Alberto Tesi

2022/12/1

Impact of chaotic dynamics on the performance of metaheuristic optimization algorithms: An experimental analysis

Information Sciences

Ivan Zelinka

Quoc Bao Diep

Václav Snášel

Swagatam Das

Giacomo Innocenti

...

2022/3/1

Exploiting Invariant Manifolds of Memristor Circuits to Reproduce FitzHugh-Nagumo Dynamics

Giacomo Innocenti

Alberto Tesi

Mauro Di Marco

Mauro Forti

2022/6/8

Embedding the dynamics of forced nonlinear systems in multistable memristor circuits

IEEE Journal on Emerging and Selected Topics in Circuits and Systems

Giacomo Innocenti

Alberto Tesi

Mauro Di Marco

Mauro Forti

2022/11/7

Oscillatory circuits with a real non-volatile Stanford memristor model

IEEE Access

Mauro Di Marco

Mauro Forti

Luca Pancioni

Giacomo Innocenti

Alberto Tesi

...

2022/1/26

Convergence of Neural Networks with a Class of Real Memristors with Rectifying Characteristics

Mathematics

Mauro Di Marco

Mauro Forti

Riccardo Moretti

Luca Pancioni

Alberto Tesi

2022/10/29

Ruling out positive Lyapunov exponents by using the Jacobian’s second additive compound matrix

IEEE Control Systems Letters

Davide Martini

David Angeli

Giacomo Innocenti

Alberto Tesi

2022/6/2

See List of Professors in Alberto Tesi University(Università degli Studi di Firenze)