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Mauro Bonafini
Observed names:
Bonafini, Mauro,
M. Bonafini,
MAURO BONAFINI
Institution:
University of Verona
Observed institutions:
University of Verona,
University of Trento,
Campus-Institut Data Science (CIDAS),
Technical University of Munich,
University of Göttingen
ORCID:
0000-0002-3253-8732
Observed ORCID:
0000-0002-3253-8732
OpenAlex ID:
A5041021069
Variational Approximation of Functionals Defined on 1-dimensional Connected Sets: The Planar Case
2018
·
Mauro Bonafini
, Giandomenico Orlandi
, et al.
·
SIAM Journal on Mathematical Analysis
·
26
PDF
A variational scheme for hyperbolic obstacle problems
2019
·
M. Bonafini
, M. Novaga
, et al.
·
Nonlinear Analysis
·
15
Domain decomposition for entropy regularized optimal transport
2021
·
Mauro Bonafini
, Bernhard Schmitzer
·
Numerische Mathematik
·
14
PDF
On the obstacle problem for fractional semilinear wave equations
2021
·
M. Bonafini
, V.P.C. Le
, et al.
·
Nonlinear Analysis
·
7
PDF
Convex relaxation and variational approximation of the Steiner problem: theory and numerics
2018
·
M. Bonafini
·
Geometric Flows
·
7
Data-driven entropic spatially inhomogeneous evolutionary games
2022
·
MAURO BONAFINI
, MASSIMO FORNASIER
, et al.
·
European Journal of Applied Mathematics
·
6
PDF
A convex approach to the Gilbert–Steiner problem
2020
·
Mauro Bonafini
, Édouard Oudet
·
Interfaces and Free Boundaries Mathematical Analysis Computation and Applications
·
5
Variational approximation of functionals defined on 1-dimensional connected sets in ℝ n
2020
·
Mauro Bonafini
, Giandomenico Orlandi
, et al.
·
Advances in Calculus of Variations
·
3
A convex approach to the Gilbert-Steiner problem
2018
·
Bonafini, Mauro
, Oudet, Édouard
·
arXiv (Cornell University)
·
3
PDF
Asymptotic analysis of domain decomposition for optimal transport
2023
·
Mauro Bonafini
, Ismael Medina
, et al.
·
Numerische Mathematik
·
2
PDF
Hellinger–Kantorovich barycenter between Dirac measures
2022
·
Mauro Bonafini
, Olga Minevich
, et al.
·
ESAIM Control Optimisation and Calculus of Variations
·
2
Weak solutions for nonlinear waves in adhesive phenomena
2022
·
Mauro Bonafini
, Van Phu Cuong Le
·
ANNALI DELL UNIVERSITA DI FERRARA
·
2
PDF
Minimizing Movements for Hyperbolic Obstacle-Type Problems and Applications
2024
·
Mauro Bonafini
, Van Phu Cuong Le
, et al.
·
SEMA SIMAI Springer series
·
1
Hellinger-Kantorovich barycenter between Dirac measures
2022
·
Bonafini, Mauro
, Minevich, Olga
, et al.
·
arXiv (Cornell University)
·
1
PDF
On the treatment of topology changes on 3D polyhedral moving meshes via 4D space–time hole-like elements in direct ALE ADER-DG methods
2026
·
Elena Gaburro
, Matěj Klíma
, et al.
·
Computer Methods in Applied Mechanics and Engineering
On the treatment of topology changes on 3D polyhedral moving meshes via 4D space-time hole-like elements in direct ALE ADER-DG methods
2026
·
Gaburro, Elena
, Klima, Matej
, et al.
·
arXiv (Cornell University)
On the treatment of topology changes on 3D polyhedral moving meshes via 4D space-time hole-like elements in direct ALE ADER-DG methods
2026
·
Gaburro, Elena
, Klima, Matej
, et al.
·
arXiv (Cornell University)
PDF
On fractional semilinear wave equations in non-cylindrical domains
2026
·
Mauro Bonafini
, Van Phu Cuong Le
, et al.
·
Journal of Mathematical Analysis and Applications
Stability analysis of Arbitrary-Lagrangian-Eulerian ADER-DG methods on classical and degenerate spacetime geometries
2026
·
Bonafini, Mauro
, Torlo, Davide
, et al.
·
arXiv (Cornell University)
PDF
On fractional semilinear wave equations in non-cylindrical domains
2026
·
Bonafini, Mauro
, Le, Van Phu Cuong
, et al.
·
arXiv (Cornell University)
On fractional semilinear wave equations in non-cylindrical domains
2026
·
Bonafini, Mauro
, Le, Van Phu Cuong
, et al.
·
arXiv (Cornell University)
PDF
Optimal Control for Multiagent Systems with Simultaneous Aggregation
2026
·
Mauro Bonafini
, Giulia Cavagnari
, et al.
·
Lecture notes in computer science
PDF
On the treatment of topology changes on 3D polyhedral moving meshes via 4D space-time hole-like elements in direct ALE ADER-DG methods
2026
·
Elena Gaburro
, Matej Klima
, et al.
·
SSRN Electronic Journal
Erratum to: Hellinger-Kantorovich barycenter between Dirac measures
2023
·
Mauro Bonafini
, Olga Minevich
, et al.
·
ESAIM Control Optimisation and Calculus of Variations
PDF
Variational approximation of functionals defined on $1$-dimensional connected sets in $\mathbb{R}^n$
2019
·
Bonafini, Mauro
, Orlandi, Giandomenico
, et al.
·
arXiv (Cornell University)
PDF
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Works count:
28
Citation count:
94
H-index:
6
I10-index:
3
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