Articoli con mandati relativi all'accesso pubblico - Giuseppe CannizzaroUlteriori informazioni
Disponibili pubblicamente: 12
Multidimensional SDEs with singular drift and universal construction of the polymer measure with white noise potential
G Cannizzaro, K Chouk
The Annals of Probability 46 (3), 1710-1763, 2018
Mandati: European Commission
Malliavin calculus for regularity structures: the case of gPAM
G Cannizzaro, PK Friz, P Gassiat
Journal of Functional Analysis 272 (1), 363-419, 2017
Mandati: German Research Foundation, European Commission
2D anisotropic KPZ at stationarity: scaling, tightness and nontriviality
G Cannizzaro, D Erhard, P Schönbauer
Mandati: UK Engineering and Physical Sciences Research Council, European Commission
Space–time discrete KPZ equation
G Cannizzaro, K Matetski
Communications in Mathematical Physics 358, 521-588, 2018
Mandati: German Research Foundation
-Superdiffusivity for a Brownian particle in the curl of the 2D GFF
G Cannizzaro, L Haunschmid-Sibitz, F Toninelli
The Annals of Probability 50 (6), 2475-2498, 2022
Mandati: Austrian Science Fund, UK Engineering and Physical Sciences Research Council …
Weak coupling limit of the Anisotropic KPZ equation
G Cannizzaro, D Erhard, F Toninelli
Duke Mathematical Journal 172 (16), 3013-3104, 2023
Mandati: Austrian Science Fund, UK Engineering and Physical Sciences Research Council …
The stationary AKPZ equation: logarithmic superdiffusivity
G Cannizzaro, D Erhard, F Toninelli
Communications on Pure and Applied Mathematics 76 (11), 3044-3103, 2023
Mandati: UK Engineering and Physical Sciences Research Council, Agence Nationale de …
The brownian castle
G Cannizzaro, M Hairer
Communications on Pure and Applied Mathematics 76 (10), 2693-2764, 2023
Mandati: UK Engineering and Physical Sciences Research Council
Gaussian Fluctuations for the Stochastic Burgers Equation in Dimension
G Cannizzaro, M Gubinelli, F Toninelli
Communications in Mathematical Physics 405 (4), 89, 2024
Mandati: Austrian Science Fund, UK Research & Innovation
Stationary stochastic Navier–Stokes on the plane at and above criticality
G Cannizzaro, J Kiedrowski
Stochastics and Partial Differential Equations: Analysis and Computations 12 …, 2024
Mandati: UK Engineering and Physical Sciences Research Council
From abc to kpz
G Cannizzaro, P Gonçalves, R Misturini, A Occelli
Probability Theory and Related Fields, 1-60, 2024
Mandati: UK Engineering and Physical Sciences Research Council, European Commission …
The Brownian Web as a random -tree
G Cannizzaro, M Hairer
Electronic Journal of Probability 28, 1-47, 2023
Mandati: UK Engineering and Physical Sciences Research Council, UK Research & Innovation
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