Cikkek nyilvánosan hozzáférhető megbízással - Simone Di MarinoTovábbi információ
Valahol hozzáférhető: 13
Equivalent definitions of BV space and of total variation on metric measure spaces
L Ambrosio, S Di Marino
Journal of Functional Analysis 266 (7), 4150-4188, 2014
Megbízások: European Commission, Government of Italy
Sobolev spaces in metric measure spaces: reflexivity and lower semicontinuity of slope
L Ambrosio, M Colombo, S Di Marino
Variational methods for evolving objects 67, 1-58, 2015
Megbízások: European Commission
An optimal transport approach for the Schrödinger bridge problem and convergence of Sinkhorn algorithm
SD Marino, A Gerolin
Journal of Scientific Computing 85 (2), 27, 2020
Megbízások: European Commission
On the duality between -modulus and probability measures
L Ambrosio, S Di Marino, G Savaré
Journal of the European Mathematical Society 17 (8), 1817-1853, 2015
Megbízások: European Commission, Government of Italy
The 𝑝-weak gradient depends on 𝑝
S Di Marino, G Speight
Proceedings of the American Mathematical Society 143 (12), 5239-5252, 2015
Megbízások: European Commission
Infinitesimal Hilbertianity of Locally -Spaces
S Di Marino, N Gigli, E Pasqualetto, E Soultanis
The Journal of Geometric Analysis 31, 7621-7685, 2021
Megbízások: Government of Italy
The adiabatic strictly-correlated-electrons functional: kernel and exact properties
G Lani, S Di Marino, A Gerolin, R van Leeuwen, P Gori-Giorgi
Physical Chemistry Chemical Physics 18 (31), 21092-21101, 2016
Megbízások: Academy of Finland, European Commission
A short proof of the infinitesimal Hilbertianity of the weighted Euclidean space
S Di Marino, D Lučić, E Pasqualetto
Comptes Rendus. Mathématique 358 (7), 817-825, 2020
Megbízások: Academy of Finland
JKO estimates in linear and non-linear Fokker–Planck equations, and Keller–Segel: and Sobolev bounds
S Di Marino, F Santambrogio
Annales de l'Institut Henri Poincaré C 39 (6), 1485-1517, 2022
Megbízások: Agence Nationale de la Recherche, Government of Italy
The five gradients inequality on differentiable manifolds
S Di Marino, S Murro, E Radici
Journal de Mathématiques Pures et Appliquées, 2024
Megbízások: Agence Nationale de la Recherche
Optimal transport with nonlinear mobilities: A deterministic particle approximation result
S Di Marino, L Portinale, E Radici
Advances in Calculus of Variations, 2024
Megbízások: Austrian Science Fund
Universal diagonal estimates for minimizers of the Levy–Lieb functional
S Di Marino, A Gerolin, L Nenna
Letters in Mathematical Physics 113 (5), 105, 2023
Megbízások: US Department of Defense, Natural Sciences and Engineering Research Council …
Comptes Rendus Mathématique
S Di Marino, D Lucic, E Pasqualetto
space 358 (7), 817-825, 2020
Megbízások: Academy of Finland
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