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Anna Ivagnes

PhD Student

  • About Me

    I'm a PhD student in the SISSA mathLab group, based in Trieste (Italy). Currently working on data-driven stabilization and filtering approaches to enhance Reduced Order Models (ROMs), with applications in CFD. Photo

    Education

    SISSA - Trieste (Italy)

    PhD in Mathematical Analysis, Modeling and Applications

    Working on stabilization/closure/filtering approaches for CFD simulations under the supervision of Prof. Gianluigi Rozza (SISSA) and Dr. Giovanni Stabile (University of Urbino and Scuola Superiore Sant'Anna, Pisa).

    SISSA - Trieste (Italy)

    Research fellowship

    Research activity in cooperation with FINCANTIERI S.P.A. on the development of a shape optimization pipeline for marine propellers using reduced order models. The project was under the supervision of Nicola Demo and Prof. Gianluigi Rozza.

    PoliTo - Torino (Italy)

    Master degree in Mathematical Engineering

    Master thesis: "Data Enhanced Reduced Order Models for turbulent flows" under the supervision of Dr. Giovanni Stabile, Dr. Andrea Mola, Prof. Traian Iliescu, and Prof. Gianluigi Rozza, and Prof. Claudio Canuto.

    Final mark: 110/110 with honors

    University of Salento - Lecce (Italy)

    Bachelor degree in Industrial Engineering

    Bachelor thesis: "Self-healing materials: study of a cohesive zone model using a thermodynamic approach", under the supervision of Dr. Marco Trullo and Prof. Rossana Dimitri.

    Final mark: 110/110 with honors

    - Liceo Quinto Ennio, Gallipoli - Lecce (Italy)

    Scientific High School

    Final mark: 100/100 with honors

    Publications

    Computer Methods in Applied Mechanics and Engineering, 2026

    A new data-driven energy-stable evolve-filter-relax model for turbulent flow simulation

    A. Ivagnes, T. V. Gastelen, S. D. Agdestein, B. Sanderse, G. Stabile, G. Rozza

    arXiv doi bibTex

    Preprint, 2025

    Machine Learning-based quadratic closures for non-intrusive Reduced Order Models

    G. Codega, A. Ivagnes, N. Demo, G. Rozza

    arXiv bibTex

    Emerging Technologies in Computational Sciences for Industry, Sustainability and Innovation: Math to Product, 2025

    in Computational Fluid Dynamics: An Overview of Methods

    A. Ivagnes, M. Khamlich, P. Siena, G. Rozza

    doi bibTex

    Preprint, 2025

    Data-driven Closure Strategies for Parametrized Reduced Order Models via Deep Operator Networks

    A. Ivagnes, G. Stabile, G. Rozza

    arXiv bibTex

    International Journal of Numerical Methods in Engineering, 2025

    Data‐Driven Optimization for the Evolve‐Filter‐Relax Regularization of Convection‐Dominated Flows

    A. Ivagnes, M. Strazzullo, M. Girfoglio, T. Iliescu, G. Rozza

    arXiv doi bibTex

    Preprint, 2024

    Parametric Intrusive Reduced Order Models enhanced with Machine Learning Correction Terms

    A. Ivagnes, G. Stabile, G. Rozza

    arXiv bibTex

    Acta Mechanica, 2024

    Enhancing non-intrusive Reduced Order Models with space-dependent aggregation methods

    A. Ivagnes, N. Tonicello, P. Cinnella, G. Rozza

    arXiv doi bibTex

    International Journal of Numerical Methods in Engineering, 2024

    A shape optimization pipeline for marine propellers by means of reduced order modeling techniques

    A. Ivagnes, N. Demo, G. Rozza

    arXiv doi bibTex

    Journal of Open Source Software, 2023

    Physics-informed neural networks for advanced modeling

    D. Coscia, A. Ivagnes, N. Demo, G. Rozza

    doi bibTex

    Applied Mathematics and Computation, 2023

    Hybrid data-driven closure strategies for reduced order modeling

    A. Ivagnes, G. Stabile, A. Mola, T. Iliescu, G. Rozza

    arXiv doi bibTex

    Journal of Computational Physics, 2023

    Pressure data-driven variational multiscale reduced order models

    A. Ivagnes, G. Stabile, A. Mola, T. Iliescu, G. Rozza

    arXiv doi bibTex

    Journal of Scientific Computing, 2023

    Towards a machine learning pipeline in reduced order modelling for inverse problems: neural networks for boundary parametrization, dimensionality reduction and solution manifold approximation

    A. Ivagnes, N. Demo, G. Rozza

    arXiv doi bibTex

    Research Projects

    Energy-stable filter for turbulent flows

    The project is focused on creating a novel EFR approach where the filter is found by least-squares optimization using high-fidelity data.

    This project is in collaboration with the group of Prof. B. Sanderse from CWI, in Amsterdam.

    "A new data-driven energy-stable evolve-filter-relax model for turbulent flow simulation"

    by A. Ivagnes, T. V. Gastelen, S. D. Agdestein, B. Sanderse, G. Stabile, G. Rozza.

    Parameters' optimization in EFR

    The project is focused on adaptive optimization of the EFR parameters, based on pre-computed data.

    This project is in collaboration with Dr. Maria Strazzullo (PoliTo), Prof. Michele Girfoglio (University of Palermo), and Traian Iliescu (VT).

    "Data‐Driven Optimization for the Evolve‐Filter‐Relax Regularization of Convection‐Dominated Flows"

    by A. Ivagnes, M. Strazzullo, M. Girfoglio, T. Iliescu, G. Rozza.

    Closure strategies for POD-based ROMs

    This project focuses on data-driven "correction" terms for POD-Galerkin ROMs which re-introduce the contribution of the neglected modes.

    "Pressure data-driven variational multiscale reduced order models",
    "Hybrid data-driven closure strategies for reduced order modeling"

    by A.Ivagnes, G. Stabile, A. Mola, T. Iliescu, G. Rozza

    Follow-up for parametrized test cases with machine learning:

    "Data-driven Closure Strategies for Parametrized ROMs via DeepONets",

    Accelerate shape optimization in marine propellers through ROMs

    This project focused on the development of a shape optimization pipeline for marine propellers using reduced order models.

    This project was in cooperation with FINCANTIERI S.P.A.

    "A shape optimization pipeline for marine propellers by means of reduced order modeling techniques"

    by A.Ivagnes, N. Demo, G. Rozza

    Enhance non-intrusive ROMs with aggregation methods

    The project is focused on creating a model mixture based on the combination of non-intrusive ROMs, which differs for the reduction and approximation technique considered.

    This project is in collaboration with Prof. Paola Cinnella, from Sorbonne university.

    "Enhancing non-intrusive Reduced Order Models with space-dependent aggregation methods"

    by A. Ivagnes, N. Tonicello, P. Cinnella, G. Rozza

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