Mario Putti

University of Padua — Italy

Environmental Science · Physical Sciences

38h-index5.6kcitations267works0.22yr avg
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Research Topics

Groundwater flow and contamination studies(68), Advanced Numerical Methods in Computational Mathematics(47), Hydrology and Watershed Management Studies(40), Soil and Unsaturated Flow(27), Computational Fluid Dynamics and Aerodynamics(19)

Publications267 total

The Graph \(\boldsymbol{\infty }\)-Laplacian Eigenvalue Problem
SIAM Journal on Mathematical Analysis·2026Open Access
Computing Groundwater Recharge and Saturated Storage Dynamics: A Richards Equation‐Based Recipe
Water Resources Research·2025Open Access
Graph \({p}\)-Laplacian Eigenpairs as Saddle Points of a Family of Spectral Energy Functions
SIAM Journal on Matrix Analysis and Applications·2025· 2 cited
An RBF Approach for Enhanced Surrogate Modeling of a Debris Flow
2025Open Access
Laboratory analysis of scouring phenomena around bridge wide piers
Research Padua Archive (University of Padua)·2025
Wave Propagation in Kelvin-Voigt Heterogeneous Materials: A Spectral-Galerkin Approach
SSRN Electronic Journal·2025Open Access
A Lagrangian-Eulerian Finite Volume Scheme for Iswe with Localized Discontinuous Topography
SSRN Electronic Journal·2025Open Access
The graph $\infty$-Laplacian eigenvalue problem
arXiv (Cornell University)·2024Open Access
Graph $p$-Laplacian eigenpairs as saddle points of a family of spectral energy functions
arXiv (Cornell University)·2024Open Access
Numerical Investigation of Shear-Thinning Fluid Flow in Geological Fractures with Variable Aperture Using Finite-Volume and Finite Element Methods
2024Open Access
Computing the L1 optimal transport density: a FEM approach
arXiv (Cornell University)·2023Open Access
Infrastructure adaptation and emergence of loops in network routing with time-dependent loads
Physical review. E·2023· 7 citedOpen Access
Numerical solution of the $ L^1 $-optimal transport problem on surfaces
Advances in Computational Science and Engineering·2023· 1 citedOpen Access
A geometrically intrinsic lagrangian-Eulerian scheme for 2D shallow water equations with variable topography and discontinuous data
Applied Mathematics and Computation·2022· 6 citedOpen Access
Nodal domain count for the generalized graph p-Laplacian
Applied and Computational Harmonic Analysis·2022· 7 citedOpen Access
Two-dimensional model of flow and transport in porous media: Linking heterogeneous anisotropy with stratal patterns in meandering tidal channel deposits of the Venice Lagoon (Italy)
Environmental Modelling & Software·2022· 1 cited
A geometrically intrinsic Lagrangian-Eulerian scheme for 2D Shallow Water Equations with variable topography and discontinuous data
arXiv (Cornell University)·2022· 1 citedOpen Access
Two-dimensional model of flow and transport in porous media: linking heterogeneous anisotropy with stratal patterns in meandering tidal channel deposits of the Venice Lagoon (Italy)
2022Open Access
Monte Carlo Simulations of Shear‐Thinning Flow in Geological Fractures
Water Resources Research·2022· 15 citedOpen Access
Computing the cut locus of a Riemannian manifold<i>via</i>optimal transport
ESAIM. Mathematical modelling and numerical analysis·2022Open Access
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Frequent Co-authors

Claudio Paniconi(17), Matteo Camporese(7), Giuseppe Gambolati(7), Damiano Pasetto(7), Pietro Teatini(6), Giorgio Cassiani(6), Luca Bergamaschi(5), Marco Marani(4), Stefano Ferraris(4), Rita Deiana(4), R. M. Maxwell(3), Stefan Kollet(3), Mauro Sulis(3), Paolo Salandin(3), Gabriele Manoli(3), William W‐G. Yeh(3), Annamaria Mazzia(3), Matteo Rossi(3), Steven B. Meyerhoff(2), Edward A. Sudicky(2)