3–5 Jun 2026
Pisa
Europe/Rome timezone

Session

MS06.1 - Numerical Modeling for Sustainability Problems

3 Jun 2026, 16:15
Pisa

Pisa

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  1. Giovanni Ziarelli (MOX Laboratory, Department of Mathematics, Politecnico di Milano)
    03/06/2026, 16:15
    MS06 - Numerical Modeling for Sustainability Problems

    We present a novel hybrid computational framework designed to reconstruct the hidden dynamics of critical parameters in complex dynamical systems [1]. In many scientific applications, the predictive accuracy of physics-based models is often limited by the inaccurate extrapolation of time-varying parameters. To address this problem, we propose an hybrid framework that integrates Neural Ordinary...

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  2. Ilaria Trombini (University of Ferrara)
    03/06/2026, 16:30
    MS06 - Numerical Modeling for Sustainability Problems

    A wide range of applications in imaging, data science, and machine learning can be formulated as discrete inverse problems of the form
    \begin{equation}
    y = Kx + \varepsilon,
    \end{equation
    }
    where $K$ is a linear operator, $x \in \mathbb{R}^d$ is the unknown variable, and $y$ represents noisy observations.
    Due to ill-conditioning and the increasingly large scale of modern problems,...

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  3. Leonardo Marchesin (MOX - Department of Mathematics, Politecnico di Milano)
    03/06/2026, 16:45
    MS06 - Numerical Modeling for Sustainability Problems

    We present a physics-informed geostatistical framework for modeling Sea-Surface Temperature (SST) variability, bridging the gap between deterministic numerical models and stochastic uncertainty quantification. While numerical models like ERSEM provide valuable point predictions, they often lack the probabilistic framework necessary for comprehensive risk assessment of rising water...

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  4. Ida Santaniello (University of Salerno)
    03/06/2026, 17:00
    MS06 - Numerical Modeling for Sustainability Problems

    Sparse regression techniques enable the extraction of governing equations directly from measurement data, allowing efficient identification of nonlinear system dynamics with minimal complexity. This work presents algorithmic aspects of the data-driven method SINDy (Sparse Identification of Nonlinear Dynamics) [3] for the identification of the dynamics of Itô SDEs and SDDEs with a single...

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  5. Pasquale De Luca (Università di Napoli Parthenope)
    03/06/2026, 17:15
    MS06 - Numerical Modeling for Sustainability Problems

    We present a mathematical and computational framework for the numerical simulation of tumor-induced angiogenesis, a process of central relevance in sustainable healthcare modeling and cancer treatment planning. The continuous model consists of a five-component PDE system coupling endothelial cell density $C$, protease concentration $P$, inhibitor concentration $I$, extracellular matrix density...

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